query
stringlengths 635
1.85k
| choices
sequence | gold
sequence |
|---|---|---|
Of the eight students—George, Helen, Irving, Kyle, Lenore, Nina, Olivia, and Robert—in a seminar, exactly six will give individual oral reports during three consecutive days—Monday, Tuesday, and Wednesday. Exactly two reports will be given each day—one in the morning and one in the afternoon—according to the following conditions: Tuesday is the only day on which George can give a report. Neither Olivia nor Robert can give an afternoon report. If Nina gives a report, then on the next day Helen and Irving must both give reports, unless Nina's report is given on Wednesday.Q: Which one of the following could be the schedule of the students' reports? Answer Choices: (A)Mon. morning: Helen; Mon. afternoon: Robert Tues. morning: Olivia; Tues. afternoon: Irving Wed. morning: Lenore; Wed. afternoon: Kyle (B)Mon. morning: Irving; Mon. afternoon: Olivia Tues. morning: Helen; Tues. afternoon: Kyle Wed. morning: Nina; Wed. afternoon: Lenore (C)Mon. morning: Lenore; Mon. afternoon: Helen Tues. morning: George; Tues. afternoon: Kyle Wed. morning: Robert; Wed. afternoon: Irving (D)Mon. morning: Nina; Mon. afternoon: Helen Tues. morning: Robert; Tues. afternoon: Irving Wed. morning: Olivia; Wed. afternoon: Lenore (E)Mon. morning: Olivia; Mon. afternoon: Nina Tues. morning: Irving; Tues. afternoon: Helen Wed. morning: Kyle; Wed. afternoon: George
A: Among A through E, the answer is | [
"(A)Mon. morning: Helen; Mon. afternoon: Robert Tues. morning: Olivia; Tues. afternoon: Irving Wed. morning: Lenore; Wed. afternoon: Kyle",
"(B)Mon. morning: Irving; Mon. afternoon: Olivia Tues. morning: Helen; Tues. afternoon: Kyle Wed. morning: Nina; Wed. afternoon: Lenore",
"(C)Mon. morning: Lenore; Mon. afternoon: Helen Tues. morning: George; Tues. afternoon: Kyle Wed. morning: Robert; Wed. afternoon: Irving",
"(D)Mon. morning: Nina; Mon. afternoon: Helen Tues. morning: Robert; Tues. afternoon: Irving Wed. morning: Olivia; Wed. afternoon: Lenore",
"(E)Mon. morning: Olivia; Mon. afternoon: Nina Tues. morning: Irving; Tues. afternoon: Helen Wed. morning: Kyle; Wed. afternoon: George"
] | [
2
] |
Of the eight students—George, Helen, Irving, Kyle, Lenore, Nina, Olivia, and Robert—in a seminar, exactly six will give individual oral reports during three consecutive days—Monday, Tuesday, and Wednesday. Exactly two reports will be given each day—one in the morning and one in the afternoon—according to the following conditions: Tuesday is the only day on which George can give a report. Neither Olivia nor Robert can give an afternoon report. If Nina gives a report, then on the next day Helen and Irving must both give reports, unless Nina's report is given on Wednesday.Q: If Kyle and Lenore do not give reports, then the morning reports on Monday, Tuesday, and Wednesday, respectively, could be given by Answer Choices: (A)Helen, George, and Nina (B)Irving, Robert, and Helen (C)Nina, Helen, and Olivia (D)Olivia, Robert, and Irving (E)Robert, George, and Helen
A: Among A through E, the answer is | [
"(A)Helen, George, and Nina",
"(B)Irving, Robert, and Helen",
"(C)Nina, Helen, and Olivia",
"(D)Olivia, Robert, and Irving",
"(E)Robert, George, and Helen"
] | [
3
] |
Of the eight students—George, Helen, Irving, Kyle, Lenore, Nina, Olivia, and Robert—in a seminar, exactly six will give individual oral reports during three consecutive days—Monday, Tuesday, and Wednesday. Exactly two reports will be given each day—one in the morning and one in the afternoon—according to the following conditions: Tuesday is the only day on which George can give a report. Neither Olivia nor Robert can give an afternoon report. If Nina gives a report, then on the next day Helen and Irving must both give reports, unless Nina's report is given on Wednesday.Q: Which one of the following is a pair of students who, if they give reports on the same day as each other, must give reports on Wednesday? Answer Choices: (A)George and Lenore (B)Helen and Nina (C)Irving and Robert (D)Kyle and Nina (E)Olivia and Kyle
A: Among A through E, the answer is | [
"(A)George and Lenore",
"(B)Helen and Nina",
"(C)Irving and Robert",
"(D)Kyle and Nina",
"(E)Olivia and Kyle"
] | [
1
] |
Of the eight students—George, Helen, Irving, Kyle, Lenore, Nina, Olivia, and Robert—in a seminar, exactly six will give individual oral reports during three consecutive days—Monday, Tuesday, and Wednesday. Exactly two reports will be given each day—one in the morning and one in the afternoon—according to the following conditions: Tuesday is the only day on which George can give a report. Neither Olivia nor Robert can give an afternoon report. If Nina gives a report, then on the next day Helen and Irving must both give reports, unless Nina's report is given on Wednesday.Q: If George, Nina, and Robert give reports and they do so on different days from one another, which one of the following could be true? Answer Choices: (A)Helen gives a report on Wednesday. (B)Nina gives a report on Monday. (C)Nina gives a report on Tuesday. (D)Olivia gives a report on Monday. (E)Robert gives a report on Wednesday.
A: Among A through E, the answer is | [
"(A)Helen gives a report on Wednesday.",
"(B)Nina gives a report on Monday.",
"(C)Nina gives a report on Tuesday.",
"(D)Olivia gives a report on Monday.",
"(E)Robert gives a report on Wednesday."
] | [
0
] |
Of the eight students—George, Helen, Irving, Kyle, Lenore, Nina, Olivia, and Robert—in a seminar, exactly six will give individual oral reports during three consecutive days—Monday, Tuesday, and Wednesday. Exactly two reports will be given each day—one in the morning and one in the afternoon—according to the following conditions: Tuesday is the only day on which George can give a report. Neither Olivia nor Robert can give an afternoon report. If Nina gives a report, then on the next day Helen and Irving must both give reports, unless Nina's report is given on Wednesday.Q: If Kyle gives the afternoon report on Tuesday, and Helen gives the afternoon report on Wednesday, which one of the following could be the list of the students who give the morning reports on Monday, Tuesday, and Wednesday, respectively? Answer Choices: (A)Irving, Lenore, and Nina (B)Lenore, George, and Irving (C)Nina, Irving, and Lenore (D)Robert, George, and Irving (E)Robert, Irving, and Lenore
A: Among A through E, the answer is | [
"(A)Irving, Lenore, and Nina",
"(B)Lenore, George, and Irving",
"(C)Nina, Irving, and Lenore",
"(D)Robert, George, and Irving",
"(E)Robert, Irving, and Lenore"
] | [
3
] |
Of the eight students—George, Helen, Irving, Kyle, Lenore, Nina, Olivia, and Robert—in a seminar, exactly six will give individual oral reports during three consecutive days—Monday, Tuesday, and Wednesday. Exactly two reports will be given each day—one in the morning and one in the afternoon—according to the following conditions: Tuesday is the only day on which George can give a report. Neither Olivia nor Robert can give an afternoon report. If Nina gives a report, then on the next day Helen and Irving must both give reports, unless Nina's report is given on Wednesday.Q: If Helen, Kyle, and Lenore, not necessarily in that order, give the three morning reports, which one of the following must be true? Answer Choices: (A)Helen gives a report on Monday. (B)Irving gives a report on Monday. (C)Irving gives a report on Wednesday. (D)Kyle gives a report on Tuesday. (E)Kyle gives a report on Wednesday.
A: Among A through E, the answer is | [
"(A)Helen gives a report on Monday.",
"(B)Irving gives a report on Monday.",
"(C)Irving gives a report on Wednesday.",
"(D)Kyle gives a report on Tuesday.",
"(E)Kyle gives a report on Wednesday."
] | [
1
] |
The organizer of a reading club will select at least five and at most six works from a group of nine works. The group consists of three French novels, three Russian novels, two French plays, and one Russian play. The organizer's selection of works must conform to the following requirements: No more than four French works are selected. At least three but no more than four novels are selected. At least as many French novels as Russian novels are selected. If both French plays are selected, then the Russian play is not selected.Q: Which one of the following could be the organizer's selection of works? Answer Choices: (A)one French novel, two Russian novels, one French play, one Russian play (B)two French novels, one Russian novel, two French plays, one Russian play (C)two French novels, two Russian novels, two French plays (D)three French novels, one Russian novel, two French plays (E)three French novels, two Russian novels, one Russian play
A: Among A through E, the answer is | [
"(A)one French novel, two Russian novels, one French play, one Russian play",
"(B)two French novels, one Russian novel, two French plays, one Russian play",
"(C)two French novels, two Russian novels, two French plays",
"(D)three French novels, one Russian novel, two French plays",
"(E)three French novels, two Russian novels, one Russian play"
] | [
2
] |
The organizer of a reading club will select at least five and at most six works from a group of nine works. The group consists of three French novels, three Russian novels, two French plays, and one Russian play. The organizer's selection of works must conform to the following requirements: No more than four French works are selected. At least three but no more than four novels are selected. At least as many French novels as Russian novels are selected. If both French plays are selected, then the Russian play is not selected.Q: Which one of the following could be true about the organizer's selection of works? Answer Choices: (A)No Russian novels are selected. (B)Exactly one French novel is selected. (C)All three plays are selected. (D)All three Russian novels are selected. (E)All five French works are selected.
A: Among A through E, the answer is | [
"(A)No Russian novels are selected.",
"(B)Exactly one French novel is selected.",
"(C)All three plays are selected.",
"(D)All three Russian novels are selected.",
"(E)All five French works are selected."
] | [
0
] |
The organizer of a reading club will select at least five and at most six works from a group of nine works. The group consists of three French novels, three Russian novels, two French plays, and one Russian play. The organizer's selection of works must conform to the following requirements: No more than four French works are selected. At least three but no more than four novels are selected. At least as many French novels as Russian novels are selected. If both French plays are selected, then the Russian play is not selected.Q: If the works selected include three French novels, which one of the following could be a complete and accurate list of the remaining works selected? Answer Choices: (A)one Russian novel (B)two French plays (C)one Russian novel, one Russian play (D)one Russian novel, two French plays (E)two Russian novels, one French play
A: Among A through E, the answer is | [
"(A)one Russian novel",
"(B)two French plays",
"(C)one Russian novel, one Russian play",
"(D)one Russian novel, two French plays",
"(E)two Russian novels, one French play"
] | [
2
] |
The organizer of a reading club will select at least five and at most six works from a group of nine works. The group consists of three French novels, three Russian novels, two French plays, and one Russian play. The organizer's selection of works must conform to the following requirements: No more than four French works are selected. At least three but no more than four novels are selected. At least as many French novels as Russian novels are selected. If both French plays are selected, then the Russian play is not selected.Q: The organizer must at least select Answer Choices: (A)one French novel and one French play (B)one French novel and one Russian play (C)one Russian novel and one French play (D)two French novels (E)two Russian novels
A: Among A through E, the answer is | [
"(A)one French novel and one French play",
"(B)one French novel and one Russian play",
"(C)one Russian novel and one French play",
"(D)two French novels",
"(E)two Russian novels"
] | [
3
] |
The organizer of a reading club will select at least five and at most six works from a group of nine works. The group consists of three French novels, three Russian novels, two French plays, and one Russian play. The organizer's selection of works must conform to the following requirements: No more than four French works are selected. At least three but no more than four novels are selected. At least as many French novels as Russian novels are selected. If both French plays are selected, then the Russian play is not selected.Q: Any one of the following could be true about the organizer's selections of works EXCEPT: Answer Choices: (A)No Russian novels and exactly one play are selected. (B)Exactly one Russian novel and both French plays are selected. (C)Exactly two French novels and the Russian play are selected. (D)Exactly two French novels and exactly two plays are selected. (E)Exactly two Russian novels and exactly one play are selected.
A: Among A through E, the answer is | [
"(A)No Russian novels and exactly one play are selected.",
"(B)Exactly one Russian novel and both French plays are selected.",
"(C)Exactly two French novels and the Russian play are selected.",
"(D)Exactly two French novels and exactly two plays are selected.",
"(E)Exactly two Russian novels and exactly one play are selected."
] | [
0
] |
At a concert, exactly eight compositions—F, H, L, O, P, R, S, and T—are to be performed exactly once each, consecutively and one composition at a time. The order of their performance must satisfy the following conditions: T is performed either immediately before F or immediately after R. At least two compositions are performed either after F and before R, or after R and before F. O is performed either first or fifth. The eighth composition performed is either L or H. P is performed at some time before S. At least one composition is performed either after O and before S, or after S and before O.Q: Which one of the following lists the compositions in an order in which they could be performed during the concert, from first through eighth? Answer Choices: (A)L, P, S, R, O, T, F, H (B)O, T, P, F, S, H, R, L (C)P, T, F, S, L, R, O, H (D)P, T, F, S, O, R, L, H (E)T, F, P, R, O, L, S, H
A: Among A through E, the answer is | [
"(A)L, P, S, R, O, T, F, H",
"(B)O, T, P, F, S, H, R, L",
"(C)P, T, F, S, L, R, O, H",
"(D)P, T, F, S, O, R, L, H",
"(E)T, F, P, R, O, L, S, H"
] | [
0
] |
At a concert, exactly eight compositions—F, H, L, O, P, R, S, and T—are to be performed exactly once each, consecutively and one composition at a time. The order of their performance must satisfy the following conditions: T is performed either immediately before F or immediately after R. At least two compositions are performed either after F and before R, or after R and before F. O is performed either first or fifth. The eighth composition performed is either L or H. P is performed at some time before S. At least one composition is performed either after O and before S, or after S and before O.Q: P CANNOT be performed Answer Choices: (A)second (B)third (C)fourth (D)sixth (E)seventh
A: Among A through E, the answer is | [
"(A)second",
"(B)third",
"(C)fourth",
"(D)sixth",
"(E)seventh"
] | [
4
] |
At a concert, exactly eight compositions—F, H, L, O, P, R, S, and T—are to be performed exactly once each, consecutively and one composition at a time. The order of their performance must satisfy the following conditions: T is performed either immediately before F or immediately after R. At least two compositions are performed either after F and before R, or after R and before F. O is performed either first or fifth. The eighth composition performed is either L or H. P is performed at some time before S. At least one composition is performed either after O and before S, or after S and before O.Q: If T is performed fifth and F is performed sixth, then S must be performed either Answer Choices: (A)fourth or seventh (B)third or sixth (C)third or fourth (D)second or seventh (E)first or fourth
A: Among A through E, the answer is | [
"(A)fourth or seventh",
"(B)third or sixth",
"(C)third or fourth",
"(D)second or seventh",
"(E)first or fourth"
] | [
0
] |
At a concert, exactly eight compositions—F, H, L, O, P, R, S, and T—are to be performed exactly once each, consecutively and one composition at a time. The order of their performance must satisfy the following conditions: T is performed either immediately before F or immediately after R. At least two compositions are performed either after F and before R, or after R and before F. O is performed either first or fifth. The eighth composition performed is either L or H. P is performed at some time before S. At least one composition is performed either after O and before S, or after S and before O.Q: If O is performed immediately after T, then F must be performed either Answer Choices: (A)first or second (B)second or third (C)fourth or sixth (D)fourth or seventh (E)sixth or seventh
A: Among A through E, the answer is | [
"(A)first or second",
"(B)second or third",
"(C)fourth or sixth",
"(D)fourth or seventh",
"(E)sixth or seventh"
] | [
4
] |
At a concert, exactly eight compositions—F, H, L, O, P, R, S, and T—are to be performed exactly once each, consecutively and one composition at a time. The order of their performance must satisfy the following conditions: T is performed either immediately before F or immediately after R. At least two compositions are performed either after F and before R, or after R and before F. O is performed either first or fifth. The eighth composition performed is either L or H. P is performed at some time before S. At least one composition is performed either after O and before S, or after S and before O.Q: If S is performed fourth, which one of the following could be an accurate list of the compositions performed first, second, and third, respectively? Answer Choices: (A)F, H, P (B)H, P. L (C)O, P, R (D)O, P, T (E)P, R, T
A: Among A through E, the answer is | [
"(A)F, H, P",
"(B)H, P. L",
"(C)O, P, R",
"(D)O, P, T",
"(E)P, R, T"
] | [
2
] |
At a concert, exactly eight compositions—F, H, L, O, P, R, S, and T—are to be performed exactly once each, consecutively and one composition at a time. The order of their performance must satisfy the following conditions: T is performed either immediately before F or immediately after R. At least two compositions are performed either after F and before R, or after R and before F. O is performed either first or fifth. The eighth composition performed is either L or H. P is performed at some time before S. At least one composition is performed either after O and before S, or after S and before O.Q: If P is performed third and S is performed sixth, the composition performed fifth must be either Answer Choices: (A)F or H (B)F or O (C)F or T (D)H or L (E)O or R
A: Among A through E, the answer is | [
"(A)F or H",
"(B)F or O",
"(C)F or T",
"(D)H or L",
"(E)O or R"
] | [
2
] |
At a concert, exactly eight compositions—F, H, L, O, P, R, S, and T—are to be performed exactly once each, consecutively and one composition at a time. The order of their performance must satisfy the following conditions: T is performed either immediately before F or immediately after R. At least two compositions are performed either after F and before R, or after R and before F. O is performed either first or fifth. The eighth composition performed is either L or H. P is performed at some time before S. At least one composition is performed either after O and before S, or after S and before O.Q: If exactly two compositions are performed after F but before O, then R must be performed Answer Choices: (A)first (B)third (C)fourth (D)sixth (E)seventh
A: Among A through E, the answer is | [
"(A)first",
"(B)third",
"(C)fourth",
"(D)sixth",
"(E)seventh"
] | [
3
] |
On each of exactly seven consecutive days (day 1 though day 7), a pet shop features exactly one of three breeds of kitten—Himalayan, Manx, Siamese—and exactly one of three breeds of puppy—Greyhound, Newfoundland, Rottweiler. The following conditions must apply: Greyhounds are featured on day 1. No breed is featured on any two consecutive days. Any breed featured on day 1 is not featured on day 7. Himalayans are featured on exactly three days, but not on day 1. Rottweilers are not featured on day 7, nor on any day that features Himalayans.Q: Which one of the following could be the order in which the breeds of kitten are featured in the pet shop, from day 1 though day 7? Answer Choices: (A)Himalayan, Manx, Siamese, Himalayan, Manx, Himalayan, Siamese (B)Manx, Himalayan, Siamese, Himalayan, Manx Himalayan, Manx (C)Manx, Himalayan, Manx, Himalayan, Siamese, Manx, Siamese (D)Siamese, Himalayan, Manx, Himalayan, Siamese, Siamese, Himalayan (E)Siamese, Himalayan, Siamese, Himalayan, Manx, Siamese, Himalayan
A: Among A through E, the answer is | [
"(A)Himalayan, Manx, Siamese, Himalayan, Manx, Himalayan, Siamese",
"(B)Manx, Himalayan, Siamese, Himalayan, Manx Himalayan, Manx",
"(C)Manx, Himalayan, Manx, Himalayan, Siamese, Manx, Siamese",
"(D)Siamese, Himalayan, Manx, Himalayan, Siamese, Siamese, Himalayan",
"(E)Siamese, Himalayan, Siamese, Himalayan, Manx, Siamese, Himalayan"
] | [
4
] |
On each of exactly seven consecutive days (day 1 though day 7), a pet shop features exactly one of three breeds of kitten—Himalayan, Manx, Siamese—and exactly one of three breeds of puppy—Greyhound, Newfoundland, Rottweiler. The following conditions must apply: Greyhounds are featured on day 1. No breed is featured on any two consecutive days. Any breed featured on day 1 is not featured on day 7. Himalayans are featured on exactly three days, but not on day 1. Rottweilers are not featured on day 7, nor on any day that features Himalayans.Q: If Himalayans are not featured on day 2, which one of the following could be true? Answer Choices: (A)Manx are featured on day 3. (B)Siamese are featured on day 4. (C)Rottweilers are featured on day 5. (D)Himalayans are featured on day 6. (E)Greyhounds are featured on day 7.
A: Among A through E, the answer is | [
"(A)Manx are featured on day 3.",
"(B)Siamese are featured on day 4.",
"(C)Rottweilers are featured on day 5.",
"(D)Himalayans are featured on day 6.",
"(E)Greyhounds are featured on day 7."
] | [
1
] |
On each of exactly seven consecutive days (day 1 though day 7), a pet shop features exactly one of three breeds of kitten—Himalayan, Manx, Siamese—and exactly one of three breeds of puppy—Greyhound, Newfoundland, Rottweiler. The following conditions must apply: Greyhounds are featured on day 1. No breed is featured on any two consecutive days. Any breed featured on day 1 is not featured on day 7. Himalayans are featured on exactly three days, but not on day 1. Rottweilers are not featured on day 7, nor on any day that features Himalayans.Q: Which one of the following could be true? Answer Choices: (A)Greyhounds and Siamese are both featured on day 2. (B)Greyhounds and Himalayans are both featured on day 7. (C)Rottweilers and Himalayans are both featured on day 4. (D)Rottweilers and Manx are both featured on day 5. (E)Newfoundlands and Manx are both featured on day 6.
A: Among A through E, the answer is | [
"(A)Greyhounds and Siamese are both featured on day 2.",
"(B)Greyhounds and Himalayans are both featured on day 7.",
"(C)Rottweilers and Himalayans are both featured on day 4.",
"(D)Rottweilers and Manx are both featured on day 5.",
"(E)Newfoundlands and Manx are both featured on day 6."
] | [
3
] |
On each of exactly seven consecutive days (day 1 though day 7), a pet shop features exactly one of three breeds of kitten—Himalayan, Manx, Siamese—and exactly one of three breeds of puppy—Greyhound, Newfoundland, Rottweiler. The following conditions must apply: Greyhounds are featured on day 1. No breed is featured on any two consecutive days. Any breed featured on day 1 is not featured on day 7. Himalayans are featured on exactly three days, but not on day 1. Rottweilers are not featured on day 7, nor on any day that features Himalayans.Q: If Himalayans are not featured on day 7, then which one of the following pairs of days CANNOT feature both the same breed of kitten and the same breed of puppy? Answer Choices: (A)day 1 and day 3 (B)day 2 and day 6 (C)day 3 and day 5 (D)day 4 and day 6 (E)day 5 and day 7
A: Among A through E, the answer is | [
"(A)day 1 and day 3",
"(B)day 2 and day 6",
"(C)day 3 and day 5",
"(D)day 4 and day 6",
"(E)day 5 and day 7"
] | [
1
] |
On each of exactly seven consecutive days (day 1 though day 7), a pet shop features exactly one of three breeds of kitten—Himalayan, Manx, Siamese—and exactly one of three breeds of puppy—Greyhound, Newfoundland, Rottweiler. The following conditions must apply: Greyhounds are featured on day 1. No breed is featured on any two consecutive days. Any breed featured on day 1 is not featured on day 7. Himalayans are featured on exactly three days, but not on day 1. Rottweilers are not featured on day 7, nor on any day that features Himalayans.Q: Which one of the following could be true? Answer Choices: (A)There are exactly four breeds that are each featured on three days. (B)Greyhounds are featured on every day that Himalayans are. (C)Himalayans are featured on every day that Greyhounds are. (D)Himalayans are featured on every day that Rottweilers are not. (E)Rottweilers are featured on every day that Himalayans are not.
A: Among A through E, the answer is | [
"(A)There are exactly four breeds that are each featured on three days.",
"(B)Greyhounds are featured on every day that Himalayans are.",
"(C)Himalayans are featured on every day that Greyhounds are.",
"(D)Himalayans are featured on every day that Rottweilers are not.",
"(E)Rottweilers are featured on every day that Himalayans are not."
] | [
0
] |
On each of exactly seven consecutive days (day 1 though day 7), a pet shop features exactly one of three breeds of kitten—Himalayan, Manx, Siamese—and exactly one of three breeds of puppy—Greyhound, Newfoundland, Rottweiler. The following conditions must apply: Greyhounds are featured on day 1. No breed is featured on any two consecutive days. Any breed featured on day 1 is not featured on day 7. Himalayans are featured on exactly three days, but not on day 1. Rottweilers are not featured on day 7, nor on any day that features Himalayans.Q: If Himalayans are not featured on day 7, which one of the following could be true? Answer Choices: (A)Greyhounds are featured on days 3 and 5. (B)Newfoundlands are featured on day 3. (C)Rottweilers are featured on day 6. (D)Rottweilers are featured only on day 3. (E)Rottweilers are featured on exactly three days.
A: Among A through E, the answer is | [
"(A)Greyhounds are featured on days 3 and 5.",
"(B)Newfoundlands are featured on day 3.",
"(C)Rottweilers are featured on day 6.",
"(D)Rottweilers are featured only on day 3.",
"(E)Rottweilers are featured on exactly three days."
] | [
3
] |
A panel of five scientists will be formed. The panelists will be selected from among three botanists—F, G, and H—three chemists—K, L, and M—and three zoologists—P, Q, and R. Selection is governed by the following conditions: The panel must include at least one scientist of each of the three types. If more than one botanist is selected, then at most one zoologist is selected. F and K cannot both be selected. K and M cannot both be selected. If M is selected, both P and R must be selected.Q: Which one of the following is an acceptable selection of scientists for the panel? Answer Choices: (A)F, G, K, P, Q (B)G, H, K, L, M (C)G, H, K, L, R (D)H, K, M, P, R (E)H, L, M, P, Q
A: Among A through E, the answer is | [
"(A)F, G, K, P, Q",
"(B)G, H, K, L, M",
"(C)G, H, K, L, R",
"(D)H, K, M, P, R",
"(E)H, L, M, P, Q"
] | [
2
] |
A panel of five scientists will be formed. The panelists will be selected from among three botanists—F, G, and H—three chemists—K, L, and M—and three zoologists—P, Q, and R. Selection is governed by the following conditions: The panel must include at least one scientist of each of the three types. If more than one botanist is selected, then at most one zoologist is selected. F and K cannot both be selected. K and M cannot both be selected. If M is selected, both P and R must be selected.Q: If M is the only chemist selected for the panel, which one of the following must be true? Answer Choices: (A)F and G are both selected. (B)G and H are both selected. (C)H and P are both selected. (D)F, G, and H are all selected. (E)P, Q, and R are all selected.
A: Among A through E, the answer is | [
"(A)F and G are both selected.",
"(B)G and H are both selected.",
"(C)H and P are both selected.",
"(D)F, G, and H are all selected.",
"(E)P, Q, and R are all selected."
] | [
4
] |
A panel of five scientists will be formed. The panelists will be selected from among three botanists—F, G, and H—three chemists—K, L, and M—and three zoologists—P, Q, and R. Selection is governed by the following conditions: The panel must include at least one scientist of each of the three types. If more than one botanist is selected, then at most one zoologist is selected. F and K cannot both be selected. K and M cannot both be selected. If M is selected, both P and R must be selected.Q: If four of the scientists selected are F, L, Q, and R, which one of the following must be the fifth scientist selected? Answer Choices: (A)G (B)H (C)K (D)M (E)P
A: Among A through E, the answer is | [
"(A)G",
"(B)H",
"(C)K",
"(D)M",
"(E)P"
] | [
4
] |
A panel of five scientists will be formed. The panelists will be selected from among three botanists—F, G, and H—three chemists—K, L, and M—and three zoologists—P, Q, and R. Selection is governed by the following conditions: The panel must include at least one scientist of each of the three types. If more than one botanist is selected, then at most one zoologist is selected. F and K cannot both be selected. K and M cannot both be selected. If M is selected, both P and R must be selected.Q: If P is the only zoologist selected, which one of the following must be true? Answer Choices: (A)If K is selected, G cannot be selected. (B)If L is selected, F cannot be selected. (C)If exactly one chemist is selected, it must be K. (D)If exactly two chemists are selected, F cannot be selected. (E)If exactly two chemists are selected, G cannot be selected.
A: Among A through E, the answer is | [
"(A)If K is selected, G cannot be selected.",
"(B)If L is selected, F cannot be selected.",
"(C)If exactly one chemist is selected, it must be K.",
"(D)If exactly two chemists are selected, F cannot be selected.",
"(E)If exactly two chemists are selected, G cannot be selected."
] | [
3
] |
A panel of five scientists will be formed. The panelists will be selected from among three botanists—F, G, and H—three chemists—K, L, and M—and three zoologists—P, Q, and R. Selection is governed by the following conditions: The panel must include at least one scientist of each of the three types. If more than one botanist is selected, then at most one zoologist is selected. F and K cannot both be selected. K and M cannot both be selected. If M is selected, both P and R must be selected.Q: If both G and H are among the scientists selected, then the panel must include either Answer Choices: (A)F or else K (B)F or else M (C)K or else M (D)M or else Q (E)P or else Q
A: Among A through E, the answer is | [
"(A)F or else K",
"(B)F or else M",
"(C)K or else M",
"(D)M or else Q",
"(E)P or else Q"
] | [
0
] |
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: Which one of the following lists could accurately identify the cargo held in each of the loading dock's first three bays, listed in order from bay 1 to bay 3? Answer Choices: (A)fuel, machinery, textiles (B)grain, machinery, fuel (C)machinery, livestock, fuel (D)machinery, textiles, fuel (E)machinery, textiles, produce
A: Among A through E, the answer is | [
"(A)fuel, machinery, textiles",
"(B)grain, machinery, fuel",
"(C)machinery, livestock, fuel",
"(D)machinery, textiles, fuel",
"(E)machinery, textiles, produce"
] | [
0
] |
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: Which one of the following CANNOT be the type of cargo held in bay 4? Answer Choices: (A)grain (B)livestock (C)machinery (D)produce (E)textiles
A: Among A through E, the answer is | [
"(A)grain",
"(B)livestock",
"(C)machinery",
"(D)produce",
"(E)textiles"
] | [
0
] |
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: If there is exactly one bay between the bay holding machinery and the bay holding grain, then for exactly how many of the six bays is the type of cargo that bay is holding completely determined? Answer Choices: (A)two (B)three (C)four (D)five (E)six
A: Among A through E, the answer is | [
"(A)two",
"(B)three",
"(C)four",
"(D)five",
"(E)six"
] | [
2
] |
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: Which one of the following could be the bay holding livestock? Answer Choices: (A)bay 1 (B)bay 2 (C)bay 3 (D)bay 5 (E)bay 6
A: Among A through E, the answer is | [
"(A)bay 1",
"(B)bay 2",
"(C)bay 3",
"(D)bay 5",
"(E)bay 6"
] | [
3
] |
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: Which one of the following must be false? Answer Choices: (A)The bay holding fuel is next to the bay holding machinery. (B)The bay holding grain is next to the bay holding machinery. (C)The bay holding livestock is next to the bay holding fuel. (D)The bay holding produce is next to the bay holding livestock. (E)The bay holding textiles is next to the bay holding fuel.
A: Among A through E, the answer is | [
"(A)The bay holding fuel is next to the bay holding machinery.",
"(B)The bay holding grain is next to the bay holding machinery.",
"(C)The bay holding livestock is next to the bay holding fuel.",
"(D)The bay holding produce is next to the bay holding livestock.",
"(E)The bay holding textiles is next to the bay holding fuel."
] | [
2
] |
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: If the bay holding produce is next to the bay holding livestock, then each of the following could be true EXCEPT: Answer Choices: (A)Bay 2 is holding fuel. (B)Bay 4 is holding produce. (C)Bay 4 is holding textiles. (D)Bay 5 is holding grain. (E)Bay 5 is holding machinery.
A: Among A through E, the answer is | [
"(A)Bay 2 is holding fuel.",
"(B)Bay 4 is holding produce.",
"(C)Bay 4 is holding textiles.",
"(D)Bay 5 is holding grain.",
"(E)Bay 5 is holding machinery."
] | [
2
] |
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: If bay 4 is holding produce, then for exactly how many of the six bays is the type of cargo that bay is holding completely determined? Answer Choices: (A)two (B)three (C)four (D)five (E)six
A: Among A through E, the answer is | [
"(A)two",
"(B)three",
"(C)four",
"(D)five",
"(E)six"
] | [
2
] |
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: Which one of the following could be a complete and accurate list of the days on which the batches of each kind of cookie are made? Answer Choices: (A)oatmeal: Monday, Wednesday, Thursday peanut butter: Wednesday, Thursday, Friday sugar: Monday, Thursday, Friday (B)oatmeal: Monday, Tuesday, Thursday peanut butter: Tuesday, Wednesday, Thursday sugar: Monday, Wednesday, Thursday (C)oatmeal: Tuesday, Wednesday, Thursday peanut butter: Wednesday, Thursday, Friday sugar: Tuesday, Thursday, Friday (D)oatmeal: Monday, Tuesday, Thursday peanut butter: Monday, Wednesday, Thursday sugar: Monday, Thursday, Friday (E)oatmeal: Monday, Thursday, Friday peanut butter: Tuesday, Wednesday, Thursday sugar: Monday, Thursday, Friday
A: Among A through E, the answer is | [
"(A)oatmeal: Monday, Wednesday, Thursday peanut butter: Wednesday, Thursday, Friday sugar: Monday, Thursday, Friday",
"(B)oatmeal: Monday, Tuesday, Thursday peanut butter: Tuesday, Wednesday, Thursday sugar: Monday, Wednesday, Thursday",
"(C)oatmeal: Tuesday, Wednesday, Thursday peanut butter: Wednesday, Thursday, Friday sugar: Tuesday, Thursday, Friday",
"(D)oatmeal: Monday, Tuesday, Thursday peanut butter: Monday, Wednesday, Thursday sugar: Monday, Thursday, Friday",
"(E)oatmeal: Monday, Thursday, Friday peanut butter: Tuesday, Wednesday, Thursday sugar: Monday, Thursday, Friday"
] | [
0
] |
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: How many of the days, Monday through Friday, are such that at most two batches of cookies could be made on that day? Answer Choices: (A)one (B)two (C)three (D)four (E)five
A: Among A through E, the answer is | [
"(A)one",
"(B)two",
"(C)three",
"(D)four",
"(E)five"
] | [
0
] |
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: If the first batch of peanut butter cookies is made on Tuesday, then each of the following could be true EXCEPT: Answer Choices: (A)Two different kinds of cookie have their first batch made on Monday. (B)Two different kinds of cookie have their first batch made on Tuesday. (C)Two different kinds of cookie have their second batch made on Wednesday. (D)Two different kinds of cookie have their second batch made on Thursday. (E)Two different kinds of cookie have their third batch made on Friday.
A: Among A through E, the answer is | [
"(A)Two different kinds of cookie have their first batch made on Monday.",
"(B)Two different kinds of cookie have their first batch made on Tuesday.",
"(C)Two different kinds of cookie have their second batch made on Wednesday.",
"(D)Two different kinds of cookie have their second batch made on Thursday.",
"(E)Two different kinds of cookie have their third batch made on Friday."
] | [
2
] |
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: If no batch of cookies is made on Wednesday, then which one of the following must be true? Answer Choices: (A)Exactly three batches of cookies are made on Tuesday. (B)Exactly three batches of cookies are made on Friday. (C)At least two batches of cookies are made on Monday. (D)At least two batches of cookies are made on Thursday. (E)Fewer batches of cookies are made on Monday than on Tuesday.
A: Among A through E, the answer is | [
"(A)Exactly three batches of cookies are made on Tuesday.",
"(B)Exactly three batches of cookies are made on Friday.",
"(C)At least two batches of cookies are made on Monday.",
"(D)At least two batches of cookies are made on Thursday.",
"(E)Fewer batches of cookies are made on Monday than on Tuesday."
] | [
3
] |
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: If the number of batches made on Friday is exactly one, then which one of the following could be true? Answer Choices: (A)The first batch of sugar cookies is made on Monday. (B)The first batch of oatmeal cookies is made on Tuesday. (C)The third batch of oatmeal cookies is made on Friday. (D)The first batch of peanut butter cookies is made on Wednesday. (E)The second batch of peanut butter cookies is made on Tuesday.
A: Among A through E, the answer is | [
"(A)The first batch of sugar cookies is made on Monday.",
"(B)The first batch of oatmeal cookies is made on Tuesday.",
"(C)The third batch of oatmeal cookies is made on Friday.",
"(D)The first batch of peanut butter cookies is made on Wednesday.",
"(E)The second batch of peanut butter cookies is made on Tuesday."
] | [
0
] |
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: If one kind of cookie's first batch is made on the same day as another kind of cookie's third batch, then which one of the following could be false? Answer Choices: (A)At least one batch of cookies is made on each of the five days. (B)At least two batches of cookies are made on Wednesday. (C)Exactly one batch of cookies is made on Monday. (D)Exactly two batches of cookies are made on Tuesday. (E)Exactly one batch of cookies is made on Friday.
A: Among A through E, the answer is | [
"(A)At least one batch of cookies is made on each of the five days.",
"(B)At least two batches of cookies are made on Wednesday.",
"(C)Exactly one batch of cookies is made on Monday.",
"(D)Exactly two batches of cookies are made on Tuesday.",
"(E)Exactly one batch of cookies is made on Friday."
] | [
4
] |
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: Which one of the following could be an accurate and complete list of the students who review only Sunset? Answer Choices: (A)Lopez (B)O'Neill (C)Jiang, Lopez (D)Kramer, O'Neill (E)Lopez, Megregian
A: Among A through E, the answer is | [
"(A)Lopez",
"(B)O'Neill",
"(C)Jiang, Lopez",
"(D)Kramer, O'Neill",
"(E)Lopez, Megregian"
] | [
0
] |
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: Which one of the following must be true? Answer Choices: (A)Jiang reviews more of the plays than Lopez does. (B)Megregian reviews more of the plays than Jiang does. (C)Megregian reviews more of the plays than O'Neill does. (D)O'Neill reviews more of the plays than Jiang does. (E)O'Neill reviews more of the plays than Kramer does.
A: Among A through E, the answer is | [
"(A)Jiang reviews more of the plays than Lopez does.",
"(B)Megregian reviews more of the plays than Jiang does.",
"(C)Megregian reviews more of the plays than O'Neill does.",
"(D)O'Neill reviews more of the plays than Jiang does.",
"(E)O'Neill reviews more of the plays than Kramer does."
] | [
1
] |
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: If exactly three of the students review Undulation, which one of the following could be true? Answer Choices: (A)Megregian does not review Undulation. (B)O'Neill does not review Undulation. (C)Jiang reviews Undulation. (D)Lopez reviews Tamerlane. (E)O'Neill reviews Sunset.
A: Among A through E, the answer is | [
"(A)Megregian does not review Undulation.",
"(B)O'Neill does not review Undulation.",
"(C)Jiang reviews Undulation.",
"(D)Lopez reviews Tamerlane.",
"(E)O'Neill reviews Sunset."
] | [
4
] |
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: Which one of the following could be an accurate and complete list of the students who review Tamerlane? Answer Choices: (A)Jiang, Kramer (B)Kramer, O'Neill (C)Kramer, Lopez, O'Neill (D)Kramer, Megregian, O'Neill (E)Lopez, Megregian, O'Neill
A: Among A through E, the answer is | [
"(A)Jiang, Kramer",
"(B)Kramer, O'Neill",
"(C)Kramer, Lopez, O'Neill",
"(D)Kramer, Megregian, O'Neill",
"(E)Lopez, Megregian, O'Neill"
] | [
3
] |
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: If Jiang does not review Tamerlane, then which one of the following must be true? Answer Choices: (A)Jiang reviews Sunset. (B)Lopez reviews Undulation. (C)Megregian reviews Sunset. (D)Megregian reviews Tamerlane. (E)O'Neill reviews Undulation.
A: Among A through E, the answer is | [
"(A)Jiang reviews Sunset.",
"(B)Lopez reviews Undulation.",
"(C)Megregian reviews Sunset.",
"(D)Megregian reviews Tamerlane.",
"(E)O'Neill reviews Undulation."
] | [
3
] |
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: Which one of the following could be the assignment of parking spaces to the new employees? Answer Choices: (A)#1: Young; #2: Souza; #3: Vaughn; #4: Robertson; #5: Togowa; #6: Xu (B)#1: Vaughn; #2: Togowa; #3: Young; #4: Souza; #5: Robertson; #6: Xu (C)#1: Togowa; #2: Young; #3: Xu; #4: Robertson; #5: Souza; #6: Vaughn (D)#1: Togowa; #2: Robertson; #3: Young; #4: Souza; #5: Vaughn; #6: Xu (E)#1: Souza; #2: Togowa; #3: Young; #4: Robertson; #5: Xu; #6: Vaughn
A: Among A through E, the answer is | [
"(A)#1: Young; #2: Souza; #3: Vaughn; #4: Robertson; #5: Togowa; #6: Xu",
"(B)#1: Vaughn; #2: Togowa; #3: Young; #4: Souza; #5: Robertson; #6: Xu",
"(C)#1: Togowa; #2: Young; #3: Xu; #4: Robertson; #5: Souza; #6: Vaughn",
"(D)#1: Togowa; #2: Robertson; #3: Young; #4: Souza; #5: Vaughn; #6: Xu",
"(E)#1: Souza; #2: Togowa; #3: Young; #4: Robertson; #5: Xu; #6: Vaughn"
] | [
4
] |
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: If Togowa is assigned a higher-numbered parking space than Souza, then which one of the following could be true? Answer Choices: (A)Young is assigned parking space #2. (B)Vaughn is assigned parking space #5. (C)Togowa is assigned parking space #3. (D)Souza is assigned parking space #2. (E)Robertson is assigned parking space #3.
A: Among A through E, the answer is | [
"(A)Young is assigned parking space #2.",
"(B)Vaughn is assigned parking space #5.",
"(C)Togowa is assigned parking space #3.",
"(D)Souza is assigned parking space #2.",
"(E)Robertson is assigned parking space #3."
] | [
1
] |
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: The assignment of parking spaces to each of the new employees is fully and uniquely determined if which one of the following is true? Answer Choices: (A)Souza is assigned parking space #1. (B)Young is assigned parking space #2. (C)Vaughn is assigned parking space #3. (D)Robertson is assigned parking space #4. (E)Xu is assigned parking space #5.
A: Among A through E, the answer is | [
"(A)Souza is assigned parking space #1.",
"(B)Young is assigned parking space #2.",
"(C)Vaughn is assigned parking space #3.",
"(D)Robertson is assigned parking space #4.",
"(E)Xu is assigned parking space #5."
] | [
2
] |
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: For how many of the six new employees is the assignment of a parking space limited to one of only two possible spaces? Answer Choices: (A)none (B)two (C)three (D)four (E)five
A: Among A through E, the answer is | [
"(A)none",
"(B)two",
"(C)three",
"(D)four",
"(E)five"
] | [
3
] |
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: If Young is assigned a higher-numbered parking space than Souza, then which one of the following could be true? Answer Choices: (A)Togowa is assigned parking space #1. (B)Young is assigned parking space #2. (C)Robertson is assigned parking space #3. (D)Souza is assigned parking space #3. (E)Vaughn is assigned parking space #4.
A: Among A through E, the answer is | [
"(A)Togowa is assigned parking space #1.",
"(B)Young is assigned parking space #2.",
"(C)Robertson is assigned parking space #3.",
"(D)Souza is assigned parking space #3.",
"(E)Vaughn is assigned parking space #4."
] | [
0
] |
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: If Robertson is assigned parking space #3, then which one of the following must be true? Answer Choices: (A)Souza is assigned parking space #4. (B)Togowa is assigned parking space #2. (C)Vaughn is assigned parking space #5. (D)Xu is assigned parking space #6. (E)Young is assigned parking space #2.
A: Among A through E, the answer is | [
"(A)Souza is assigned parking space #4.",
"(B)Togowa is assigned parking space #2.",
"(C)Vaughn is assigned parking space #5.",
"(D)Xu is assigned parking space #6.",
"(E)Young is assigned parking space #2."
] | [
4
] |
A government needs to assign new ambassadors to Venezuela, Yemen, and Zambia. The candidates for these ambassadorships are Jaramillo, Kayne, Landon, Novetzke, and Ong. One ambassador will be assigned to each country, and no ambassador will be assigned to more than one country. The assignment of the ambassadors must meet the following constraints: Either Kayne or Novetzke, but not both, is assigned to one of the ambassadorships. If Jaramillo is assigned to one of the ambassadorships, then so is Kayne. If Ong is assigned as ambassador to Venezuela, Kayne is not assigned as ambassador to Yemen. If Landon is assigned to an ambassadorship, it is to Zambia.Q: Which one of the following could be the assignment of the ambassadors? Answer Choices: (A)Venezuela: Jaramillo Yemen: Ong Zambia: Novetzke (B)Venezuela: Kayne Yemen: Jaramillo Zambia: Landon (C)Venezuela: Landon Yemen: Novetzke Zambia: Ong (D)Venezuela: Novetzke Yemen: Jaramillo Zambia: Kayne (E)Venezuela: Ong Yemen: Kayne Zambia: Landon
A: Among A through E, the answer is | [
"(A)Venezuela: Jaramillo Yemen: Ong Zambia: Novetzke",
"(B)Venezuela: Kayne Yemen: Jaramillo Zambia: Landon",
"(C)Venezuela: Landon Yemen: Novetzke Zambia: Ong",
"(D)Venezuela: Novetzke Yemen: Jaramillo Zambia: Kayne",
"(E)Venezuela: Ong Yemen: Kayne Zambia: Landon"
] | [
1
] |
A government needs to assign new ambassadors to Venezuela, Yemen, and Zambia. The candidates for these ambassadorships are Jaramillo, Kayne, Landon, Novetzke, and Ong. One ambassador will be assigned to each country, and no ambassador will be assigned to more than one country. The assignment of the ambassadors must meet the following constraints: Either Kayne or Novetzke, but not both, is assigned to one of the ambassadorships. If Jaramillo is assigned to one of the ambassadorships, then so is Kayne. If Ong is assigned as ambassador to Venezuela, Kayne is not assigned as ambassador to Yemen. If Landon is assigned to an ambassadorship, it is to Zambia.Q: The pair of candidates who are not assigned to ambassadorships could be Answer Choices: (A)Jaramillo and Novetzke (B)Jaramillo and Ong (C)Kayne and Landon (D)Kayne and Novetzke (E)Landon and Ong
A: Among A through E, the answer is | [
"(A)Jaramillo and Novetzke",
"(B)Jaramillo and Ong",
"(C)Kayne and Landon",
"(D)Kayne and Novetzke",
"(E)Landon and Ong"
] | [
0
] |
A government needs to assign new ambassadors to Venezuela, Yemen, and Zambia. The candidates for these ambassadorships are Jaramillo, Kayne, Landon, Novetzke, and Ong. One ambassador will be assigned to each country, and no ambassador will be assigned to more than one country. The assignment of the ambassadors must meet the following constraints: Either Kayne or Novetzke, but not both, is assigned to one of the ambassadorships. If Jaramillo is assigned to one of the ambassadorships, then so is Kayne. If Ong is assigned as ambassador to Venezuela, Kayne is not assigned as ambassador to Yemen. If Landon is assigned to an ambassadorship, it is to Zambia.Q: If Ong is assigned as ambassador to Venezuela, then the other two ambassadors assigned could be Answer Choices: (A)Jaramillo and Landon (B)Jaramillo and Novetzke (C)Kayne and Landon (D)Kayne and Novetzke (E)Landon and Novetzke
A: Among A through E, the answer is | [
"(A)Jaramillo and Landon",
"(B)Jaramillo and Novetzke",
"(C)Kayne and Landon",
"(D)Kayne and Novetzke",
"(E)Landon and Novetzke"
] | [
4
] |
A government needs to assign new ambassadors to Venezuela, Yemen, and Zambia. The candidates for these ambassadorships are Jaramillo, Kayne, Landon, Novetzke, and Ong. One ambassador will be assigned to each country, and no ambassador will be assigned to more than one country. The assignment of the ambassadors must meet the following constraints: Either Kayne or Novetzke, but not both, is assigned to one of the ambassadorships. If Jaramillo is assigned to one of the ambassadorships, then so is Kayne. If Ong is assigned as ambassador to Venezuela, Kayne is not assigned as ambassador to Yemen. If Landon is assigned to an ambassadorship, it is to Zambia.Q: If Kayne is assigned as ambassador to Yemen, which one of the following must be true? Answer Choices: (A)Jaramillo is assigned as ambassador to Venezuela. (B)Landon is assigned as ambassador to Zambia. (C)Ong is assigned as ambassador to Zambia. (D)Jaramillo is not assigned to an ambassadorship. (E)Ong is not assigned to an ambassadorship.
A: Among A through E, the answer is | [
"(A)Jaramillo is assigned as ambassador to Venezuela.",
"(B)Landon is assigned as ambassador to Zambia.",
"(C)Ong is assigned as ambassador to Zambia.",
"(D)Jaramillo is not assigned to an ambassadorship.",
"(E)Ong is not assigned to an ambassadorship."
] | [
0
] |
A government needs to assign new ambassadors to Venezuela, Yemen, and Zambia. The candidates for these ambassadorships are Jaramillo, Kayne, Landon, Novetzke, and Ong. One ambassador will be assigned to each country, and no ambassador will be assigned to more than one country. The assignment of the ambassadors must meet the following constraints: Either Kayne or Novetzke, but not both, is assigned to one of the ambassadorships. If Jaramillo is assigned to one of the ambassadorships, then so is Kayne. If Ong is assigned as ambassador to Venezuela, Kayne is not assigned as ambassador to Yemen. If Landon is assigned to an ambassadorship, it is to Zambia.Q: Which one of the following CANNOT be true? Answer Choices: (A)Jaramillo is assigned as ambassador to Zambia. (B)Kayne is assigned as ambassador to Zambia. (C)Novetzke is assigned as ambassador to Zambia. (D)Landon is not assigned to an ambassadorship. (E)Ong is not assigned to an ambassadorship.
A: Among A through E, the answer is | [
"(A)Jaramillo is assigned as ambassador to Zambia.",
"(B)Kayne is assigned as ambassador to Zambia.",
"(C)Novetzke is assigned as ambassador to Zambia.",
"(D)Landon is not assigned to an ambassadorship.",
"(E)Ong is not assigned to an ambassadorship."
] | [
2
] |
A government needs to assign new ambassadors to Venezuela, Yemen, and Zambia. The candidates for these ambassadorships are Jaramillo, Kayne, Landon, Novetzke, and Ong. One ambassador will be assigned to each country, and no ambassador will be assigned to more than one country. The assignment of the ambassadors must meet the following constraints: Either Kayne or Novetzke, but not both, is assigned to one of the ambassadorships. If Jaramillo is assigned to one of the ambassadorships, then so is Kayne. If Ong is assigned as ambassador to Venezuela, Kayne is not assigned as ambassador to Yemen. If Landon is assigned to an ambassadorship, it is to Zambia.Q: Which one of the following, if substituted for the constraint that if Jaramillo is assigned to one of the ambassadorships, then so is Kayne, would have the same effect in determining the assignment of the ambassadors? Answer Choices: (A)If Kayne is assigned to an ambassadorship, then so is Jaramillo. (B)If Landon and Ong are both assigned to ambassadorships, then so is Novetzke. (C)If Ong is not assigned to an ambassadorship, then Kayne is assigned to an ambassadorship. (D)Jaramillo and Novetzke are not both assigned to ambassadorships. (E)Novetzke and Ong are not both assigned to ambassadorships.
A: Among A through E, the answer is | [
"(A)If Kayne is assigned to an ambassadorship, then so is Jaramillo.",
"(B)If Landon and Ong are both assigned to ambassadorships, then so is Novetzke.",
"(C)If Ong is not assigned to an ambassadorship, then Kayne is assigned to an ambassadorship.",
"(D)Jaramillo and Novetzke are not both assigned to ambassadorships.",
"(E)Novetzke and Ong are not both assigned to ambassadorships."
] | [
3
] |
On the first day of a two-day study for a cycling magazine, four riders—Reynaldo, Seamus, Theresa, and Yuki—will each test one of four bicycles—F, G, H, and J. Each rider will then test a different one of the bicycles on the second day. Each rider tests only one bicycle per day, and all four bicycles are tested each day. The assignment of riders to bicycles is subject to the following conditions: Reynaldo cannot test F. Yuki cannot test J. Theresa must be one of the testers for H. The bicycle that Yuki tests on the first day must be tested by Seamus on the second day.Q: Which one of the following is a possible assignment of riders to bicycles, with the riders for each bicycle listed in the order in which they test the bicycle? Answer Choices: (A)F: Seamus, Reynaldo; G: Yuki, Seamus; H: Theresa, Yuki; J: Reynaldo, Theresa (B)F: Seamus, Yuki; G: Reynaldo, Theresa; H: Yuki, Seamus; J: Theresa, Reynaldo (C)F: Yuki, Seamus; G: Seamus, Reynaldo; H: Theresa, Yuki; J: Reynaldo, Theresa (D)F: Yuki, Seamus; G: Theresa, Reynaldo; H: Reynaldo, Theresa; J: Seamus, Yuki (E)F: Yuki, Theresa; G: Seamus, Yuki; H: Theresa, Reynaldo; J: Reynaldo, Seamus
A: Among A through E, the answer is | [
"(A)F: Seamus, Reynaldo; G: Yuki, Seamus; H: Theresa, Yuki; J: Reynaldo, Theresa",
"(B)F: Seamus, Yuki; G: Reynaldo, Theresa; H: Yuki, Seamus; J: Theresa, Reynaldo",
"(C)F: Yuki, Seamus; G: Seamus, Reynaldo; H: Theresa, Yuki; J: Reynaldo, Theresa",
"(D)F: Yuki, Seamus; G: Theresa, Reynaldo; H: Reynaldo, Theresa; J: Seamus, Yuki",
"(E)F: Yuki, Theresa; G: Seamus, Yuki; H: Theresa, Reynaldo; J: Reynaldo, Seamus"
] | [
2
] |
On the first day of a two-day study for a cycling magazine, four riders—Reynaldo, Seamus, Theresa, and Yuki—will each test one of four bicycles—F, G, H, and J. Each rider will then test a different one of the bicycles on the second day. Each rider tests only one bicycle per day, and all four bicycles are tested each day. The assignment of riders to bicycles is subject to the following conditions: Reynaldo cannot test F. Yuki cannot test J. Theresa must be one of the testers for H. The bicycle that Yuki tests on the first day must be tested by Seamus on the second day.Q: If Theresa tests G on the second day, then which one of the following must be true? Answer Choices: (A)Reynaldo tests H on the first day. (B)Reynaldo tests J on the first day. (C)Theresa tests H on the second day. (D)Theresa tests J on the first day. (E)Yuki tests H on the second day.
A: Among A through E, the answer is | [
"(A)Reynaldo tests H on the first day.",
"(B)Reynaldo tests J on the first day.",
"(C)Theresa tests H on the second day.",
"(D)Theresa tests J on the first day.",
"(E)Yuki tests H on the second day."
] | [
4
] |
On the first day of a two-day study for a cycling magazine, four riders—Reynaldo, Seamus, Theresa, and Yuki—will each test one of four bicycles—F, G, H, and J. Each rider will then test a different one of the bicycles on the second day. Each rider tests only one bicycle per day, and all four bicycles are tested each day. The assignment of riders to bicycles is subject to the following conditions: Reynaldo cannot test F. Yuki cannot test J. Theresa must be one of the testers for H. The bicycle that Yuki tests on the first day must be tested by Seamus on the second day.Q: Any of the following could be true EXCEPT: Answer Choices: (A)Reynaldo tests J on the first day. (B)Reynaldo tests J on the second day. (C)Seamus tests H on the first day. (D)Yuki tests H on the first day. (E)Yuki tests H on the second day.
A: Among A through E, the answer is | [
"(A)Reynaldo tests J on the first day.",
"(B)Reynaldo tests J on the second day.",
"(C)Seamus tests H on the first day.",
"(D)Yuki tests H on the first day.",
"(E)Yuki tests H on the second day."
] | [
3
] |
On the first day of a two-day study for a cycling magazine, four riders—Reynaldo, Seamus, Theresa, and Yuki—will each test one of four bicycles—F, G, H, and J. Each rider will then test a different one of the bicycles on the second day. Each rider tests only one bicycle per day, and all four bicycles are tested each day. The assignment of riders to bicycles is subject to the following conditions: Reynaldo cannot test F. Yuki cannot test J. Theresa must be one of the testers for H. The bicycle that Yuki tests on the first day must be tested by Seamus on the second day.Q: Which one of the following CANNOT be true? Answer Choices: (A)Reynaldo tests G on the second day. (B)Seamus tests F on the first day. (C)Theresa tests F on the second day. (D)Reynaldo tests H on the first day. (E)Yuki tests F on the second day.
A: Among A through E, the answer is | [
"(A)Reynaldo tests G on the second day.",
"(B)Seamus tests F on the first day.",
"(C)Theresa tests F on the second day.",
"(D)Reynaldo tests H on the first day.",
"(E)Yuki tests F on the second day."
] | [
2
] |
On the first day of a two-day study for a cycling magazine, four riders—Reynaldo, Seamus, Theresa, and Yuki—will each test one of four bicycles—F, G, H, and J. Each rider will then test a different one of the bicycles on the second day. Each rider tests only one bicycle per day, and all four bicycles are tested each day. The assignment of riders to bicycles is subject to the following conditions: Reynaldo cannot test F. Yuki cannot test J. Theresa must be one of the testers for H. The bicycle that Yuki tests on the first day must be tested by Seamus on the second day.Q: If Theresa tests J on the first day, then which one of the following could be true? Answer Choices: (A)Reynaldo tests G on the second day. (B)Seamus tests H on the first day. (C)Yuki tests H on the second day. (D)Seamus is one of the testers for J. (E)Theresa is one of the testers for G.
A: Among A through E, the answer is | [
"(A)Reynaldo tests G on the second day.",
"(B)Seamus tests H on the first day.",
"(C)Yuki tests H on the second day.",
"(D)Seamus is one of the testers for J.",
"(E)Theresa is one of the testers for G."
] | [
1
] |
On the first day of a two-day study for a cycling magazine, four riders—Reynaldo, Seamus, Theresa, and Yuki—will each test one of four bicycles—F, G, H, and J. Each rider will then test a different one of the bicycles on the second day. Each rider tests only one bicycle per day, and all four bicycles are tested each day. The assignment of riders to bicycles is subject to the following conditions: Reynaldo cannot test F. Yuki cannot test J. Theresa must be one of the testers for H. The bicycle that Yuki tests on the first day must be tested by Seamus on the second day.Q: Which one of the following CANNOT be true? Answer Choices: (A)Both Reynaldo and Seamus test J. (B)Both Reynaldo and Theresa test J. (C)Both Reynaldo and Yuki test G. (D)Both Seamus and Theresa test G. (E)Both Theresa and Yuki test F.
A: Among A through E, the answer is | [
"(A)Both Reynaldo and Seamus test J.",
"(B)Both Reynaldo and Theresa test J.",
"(C)Both Reynaldo and Yuki test G.",
"(D)Both Seamus and Theresa test G.",
"(E)Both Theresa and Yuki test F."
] | [
3
] |
Exactly eight books—F, G, H, I, K, L, M, O—are placed on a bookcase with exactly three shelves—the top shelf, the middle shelf, and the bottom shelf. At least two books are placed on each shelf. The following conditions must apply: More of the books are placed on the bottom shelf than the top shelf. I is placed on the middle shelf. K is placed on a higher shelf than F. O is placed on a higher shelf than L. F is placed on the same shelf as M.Q: Which one of the following could be a complete and accurate list of the books placed on the bottom shelf? Answer Choices: (A)F, M (B)F, H, M (C)G, H, K (D)F, G, M, O (E)G, H, L, M
A: Among A through E, the answer is | [
"(A)F, M",
"(B)F, H, M",
"(C)G, H, K",
"(D)F, G, M, O",
"(E)G, H, L, M"
] | [
1
] |
Exactly eight books—F, G, H, I, K, L, M, O—are placed on a bookcase with exactly three shelves—the top shelf, the middle shelf, and the bottom shelf. At least two books are placed on each shelf. The following conditions must apply: More of the books are placed on the bottom shelf than the top shelf. I is placed on the middle shelf. K is placed on a higher shelf than F. O is placed on a higher shelf than L. F is placed on the same shelf as M.Q: It is fully determined which of the shelves each of the books is placed on if which one of the following is true? Answer Choices: (A)I and M are placed on the same shelf as each other. (B)K and G are placed on the same shelf as each other. (C)L and F are placed on the same shelf as each other. (D)M and H are placed on the same shelf as each other. (E)H and O are placed on the same shelf as each other.
A: Among A through E, the answer is | [
"(A)I and M are placed on the same shelf as each other.",
"(B)K and G are placed on the same shelf as each other.",
"(C)L and F are placed on the same shelf as each other.",
"(D)M and H are placed on the same shelf as each other.",
"(E)H and O are placed on the same shelf as each other."
] | [
0
] |
Exactly eight books—F, G, H, I, K, L, M, O—are placed on a bookcase with exactly three shelves—the top shelf, the middle shelf, and the bottom shelf. At least two books are placed on each shelf. The following conditions must apply: More of the books are placed on the bottom shelf than the top shelf. I is placed on the middle shelf. K is placed on a higher shelf than F. O is placed on a higher shelf than L. F is placed on the same shelf as M.Q: Which one of the following must be true? Answer Choices: (A)O is placed on a shelf higher than the shelf M is placed on. (B)K is placed on a shelf higher than the shelf G is placed on. (C)I is placed on a shelf higher than the shelf F is placed on. (D)G is placed on a shelf higher than the shelf O is placed on. (E)F is placed on a shelf higher than the shelf L is placed on.
A: Among A through E, the answer is | [
"(A)O is placed on a shelf higher than the shelf M is placed on.",
"(B)K is placed on a shelf higher than the shelf G is placed on.",
"(C)I is placed on a shelf higher than the shelf F is placed on.",
"(D)G is placed on a shelf higher than the shelf O is placed on.",
"(E)F is placed on a shelf higher than the shelf L is placed on."
] | [
0
] |
Exactly eight books—F, G, H, I, K, L, M, O—are placed on a bookcase with exactly three shelves—the top shelf, the middle shelf, and the bottom shelf. At least two books are placed on each shelf. The following conditions must apply: More of the books are placed on the bottom shelf than the top shelf. I is placed on the middle shelf. K is placed on a higher shelf than F. O is placed on a higher shelf than L. F is placed on the same shelf as M.Q: If G is placed on the top shelf, then which one of the following could be a complete and accurate list of the books placed on the middle shelf? Answer Choices: (A)H, I (B)I, L (C)H, I, L (D)I, K, L (E)F, I, M
A: Among A through E, the answer is | [
"(A)H, I",
"(B)I, L",
"(C)H, I, L",
"(D)I, K, L",
"(E)F, I, M"
] | [
3
] |
Exactly eight books—F, G, H, I, K, L, M, O—are placed on a bookcase with exactly three shelves—the top shelf, the middle shelf, and the bottom shelf. At least two books are placed on each shelf. The following conditions must apply: More of the books are placed on the bottom shelf than the top shelf. I is placed on the middle shelf. K is placed on a higher shelf than F. O is placed on a higher shelf than L. F is placed on the same shelf as M.Q: If L is placed on a shelf higher than the shelf H is placed on, then which one of the following must be true? Answer Choices: (A)F and G are placed on the same shelf as each other. (B)G and H are placed on the same shelf as each other. (C)H and M are placed on the same shelf as each other. (D)I and G are placed on the same shelf as each other. (E)K and O are placed on the same shelf as each other.
A: Among A through E, the answer is | [
"(A)F and G are placed on the same shelf as each other.",
"(B)G and H are placed on the same shelf as each other.",
"(C)H and M are placed on the same shelf as each other.",
"(D)I and G are placed on the same shelf as each other.",
"(E)K and O are placed on the same shelf as each other."
] | [
2
] |
A chemistry class has six lab sessions scheduled over three days—Wednesday, Thursday, and Friday—one session heing held each morning and one each afternoon. Each session will be led by a different lab assistant—Julio, Kevin, Lan, Nessa, Olivia, or Rebecca. The assignment of lab assistants to sessions is constrained as follows: Kevin and Rebecca must lead sessions that meet on the same day. Lan and Olivia cannot lead sessions that meet on the same day. Nessa must lead an afternoon session. Julio's session must meet on an earlier day of the week than Olivia's.Q: Which one of the following could he an accurate assignment of lab assistants to morning and afternoon sessions, respectively, on the three days? Answer Choices: (A)Wednesday: Rebecca, Kevin Thursday: Julio, Lan Friday: Nessa, Olivia (B)Wednesday: Olivia, Nessa Thursday: Julio, Lan Friday: Kevin, Rebecca (C)Wednesday: Lan, Kevin Thursday: Rebecca, Julio Friday: Olivia, Nessa (D)Wednesday: Kevin, Rebecca Thursday: Julio, Nessa Friday: Olivia, Lan (E)Wednesday: Julio, Lan Thursday: Olivia, Nessa Friday: Rebecca, Kevin
A: Among A through E, the answer is | [
"(A)Wednesday: Rebecca, Kevin Thursday: Julio, Lan Friday: Nessa, Olivia",
"(B)Wednesday: Olivia, Nessa Thursday: Julio, Lan Friday: Kevin, Rebecca",
"(C)Wednesday: Lan, Kevin Thursday: Rebecca, Julio Friday: Olivia, Nessa",
"(D)Wednesday: Kevin, Rebecca Thursday: Julio, Nessa Friday: Olivia, Lan",
"(E)Wednesday: Julio, Lan Thursday: Olivia, Nessa Friday: Rebecca, Kevin"
] | [
4
] |
A chemistry class has six lab sessions scheduled over three days—Wednesday, Thursday, and Friday—one session heing held each morning and one each afternoon. Each session will be led by a different lab assistant—Julio, Kevin, Lan, Nessa, Olivia, or Rebecca. The assignment of lab assistants to sessions is constrained as follows: Kevin and Rebecca must lead sessions that meet on the same day. Lan and Olivia cannot lead sessions that meet on the same day. Nessa must lead an afternoon session. Julio's session must meet on an earlier day of the week than Olivia's.Q: If Lan does not lead a Wednesday session, then which one of the following lab assistants must lead a Thursday session? Answer Choices: (A)Rebecca (B)Olivia (C)Nessa (D)Kevin (E)Julio
A: Among A through E, the answer is | [
"(A)Rebecca",
"(B)Olivia",
"(C)Nessa",
"(D)Kevin",
"(E)Julio"
] | [
4
] |
A chemistry class has six lab sessions scheduled over three days—Wednesday, Thursday, and Friday—one session heing held each morning and one each afternoon. Each session will be led by a different lab assistant—Julio, Kevin, Lan, Nessa, Olivia, or Rebecca. The assignment of lab assistants to sessions is constrained as follows: Kevin and Rebecca must lead sessions that meet on the same day. Lan and Olivia cannot lead sessions that meet on the same day. Nessa must lead an afternoon session. Julio's session must meet on an earlier day of the week than Olivia's.Q: If Kevin's session meets on the day before Nessa's, then which one of the following is a complete and accurate list of lab assistants any one of whom could lead the Thursday afternoon session? Answer Choices: (A)Julio, Nessa (B)Kevin, Rebecca (C)Kevin, Nessa, Rebecca (D)Julio, Kevin, Nessa, Rebecca (E)Julio, Kevin, Lan, Nessa, Rebecca
A: Among A through E, the answer is | [
"(A)Julio, Nessa",
"(B)Kevin, Rebecca",
"(C)Kevin, Nessa, Rebecca",
"(D)Julio, Kevin, Nessa, Rebecca",
"(E)Julio, Kevin, Lan, Nessa, Rebecca"
] | [
1
] |
A chemistry class has six lab sessions scheduled over three days—Wednesday, Thursday, and Friday—one session heing held each morning and one each afternoon. Each session will be led by a different lab assistant—Julio, Kevin, Lan, Nessa, Olivia, or Rebecca. The assignment of lab assistants to sessions is constrained as follows: Kevin and Rebecca must lead sessions that meet on the same day. Lan and Olivia cannot lead sessions that meet on the same day. Nessa must lead an afternoon session. Julio's session must meet on an earlier day of the week than Olivia's.Q: If Julio and Kevin both lead morning sessions, then any of the following could be true EXCEPT: Answer Choices: (A)Lan's session meets Wednesday morning. (B)Lan's session meets Thursday afternoon. (C)Nessa's session meets Friday afternoon. (D)Olivia's session meets Thursday morning. (E)Olivia's session meets Friday morning.
A: Among A through E, the answer is | [
"(A)Lan's session meets Wednesday morning.",
"(B)Lan's session meets Thursday afternoon.",
"(C)Nessa's session meets Friday afternoon.",
"(D)Olivia's session meets Thursday morning.",
"(E)Olivia's session meets Friday morning."
] | [
0
] |
A chemistry class has six lab sessions scheduled over three days—Wednesday, Thursday, and Friday—one session heing held each morning and one each afternoon. Each session will be led by a different lab assistant—Julio, Kevin, Lan, Nessa, Olivia, or Rebecca. The assignment of lab assistants to sessions is constrained as follows: Kevin and Rebecca must lead sessions that meet on the same day. Lan and Olivia cannot lead sessions that meet on the same day. Nessa must lead an afternoon session. Julio's session must meet on an earlier day of the week than Olivia's.Q: If Julio leads the Thursday afternoon session, then for how many of the other lab assistants can one determine which sessions they lead? Answer Choices: (A)one (B)two (C)three (D)four (E)five
A: Among A through E, the answer is | [
"(A)one",
"(B)two",
"(C)three",
"(D)four",
"(E)five"
] | [
2
] |
A shopping center has exactly seven spaces—space 1 through space 7—arranged in a straight row. Seven businesses—an optometrist, a pharmacy, two restaurants, a shoe store, a toy store, and a veterinarian—will be located in the shopping center, one in each space. The locations of the businesses are subject to the following constraints: The pharmacy must be at one end of the row and one of the restaurants at the other. The two restaurants must be separated by at least two other businesses. The pharmacy must be next to either the optometrist or the veterinarian. The toy store cannot be next to the veterinarian.Q: Which one of the following could be the order of the businesses in spaces 1 through 7 respectively? Answer Choices: (A)pharmacy, optometrist, shoe store, restaurant, veterinarian, toy store, restaurant (B)pharmacy, veterinarian, optometrist, shoe store, restaurant, toy store, restaurant (C)restaurant, shoe store, veterinarian, pharmacy, optometrist, toy store, restaurant (D)restaurant, toy store, optometrist, restaurant, veterinarian, shoe store, pharmacy (E)restaurant, optometrist, toy store, restaurant, shoe store, veterinarian, pharmacy
A: Among A through E, the answer is | [
"(A)pharmacy, optometrist, shoe store, restaurant, veterinarian, toy store, restaurant",
"(B)pharmacy, veterinarian, optometrist, shoe store, restaurant, toy store, restaurant",
"(C)restaurant, shoe store, veterinarian, pharmacy, optometrist, toy store, restaurant",
"(D)restaurant, toy store, optometrist, restaurant, veterinarian, shoe store, pharmacy",
"(E)restaurant, optometrist, toy store, restaurant, shoe store, veterinarian, pharmacy"
] | [
4
] |
A shopping center has exactly seven spaces—space 1 through space 7—arranged in a straight row. Seven businesses—an optometrist, a pharmacy, two restaurants, a shoe store, a toy store, and a veterinarian—will be located in the shopping center, one in each space. The locations of the businesses are subject to the following constraints: The pharmacy must be at one end of the row and one of the restaurants at the other. The two restaurants must be separated by at least two other businesses. The pharmacy must be next to either the optometrist or the veterinarian. The toy store cannot be next to the veterinarian.Q: If the shoe store is in space 2, which one of the following could be true? Answer Choices: (A)The optometrist is in space 5. (B)The pharmacy is in space 1. (C)A restaurant is in space 3. (D)The toy store is in space 6. (E)The veterinarian is in space 4.
A: Among A through E, the answer is | [
"(A)The optometrist is in space 5.",
"(B)The pharmacy is in space 1.",
"(C)A restaurant is in space 3.",
"(D)The toy store is in space 6.",
"(E)The veterinarian is in space 4."
] | [
0
] |
A shopping center has exactly seven spaces—space 1 through space 7—arranged in a straight row. Seven businesses—an optometrist, a pharmacy, two restaurants, a shoe store, a toy store, and a veterinarian—will be located in the shopping center, one in each space. The locations of the businesses are subject to the following constraints: The pharmacy must be at one end of the row and one of the restaurants at the other. The two restaurants must be separated by at least two other businesses. The pharmacy must be next to either the optometrist or the veterinarian. The toy store cannot be next to the veterinarian.Q: If the veterinarian is in space 5, which one of the following must be true? Answer Choices: (A)The optometrist is in space 2. (B)The pharmacy is in space 7. (C)A restaurant is in space 4. (D)The shoe store is in space 6. (E)The toy store is in space 3.
A: Among A through E, the answer is | [
"(A)The optometrist is in space 2.",
"(B)The pharmacy is in space 7.",
"(C)A restaurant is in space 4.",
"(D)The shoe store is in space 6.",
"(E)The toy store is in space 3."
] | [
2
] |
A shopping center has exactly seven spaces—space 1 through space 7—arranged in a straight row. Seven businesses—an optometrist, a pharmacy, two restaurants, a shoe store, a toy store, and a veterinarian—will be located in the shopping center, one in each space. The locations of the businesses are subject to the following constraints: The pharmacy must be at one end of the row and one of the restaurants at the other. The two restaurants must be separated by at least two other businesses. The pharmacy must be next to either the optometrist or the veterinarian. The toy store cannot be next to the veterinarian.Q: If the optometrist is next to the shoe store, the businesses immediately on either side of this pair must be Answer Choices: (A)the pharmacy and a restaurant (B)the pharmacy and the toy store (C)the two restaurants (D)a restaurant and the toy store (E)a restaurant and the veterinarian
A: Among A through E, the answer is | [
"(A)the pharmacy and a restaurant",
"(B)the pharmacy and the toy store",
"(C)the two restaurants",
"(D)a restaurant and the toy store",
"(E)a restaurant and the veterinarian"
] | [
3
] |
A shopping center has exactly seven spaces—space 1 through space 7—arranged in a straight row. Seven businesses—an optometrist, a pharmacy, two restaurants, a shoe store, a toy store, and a veterinarian—will be located in the shopping center, one in each space. The locations of the businesses are subject to the following constraints: The pharmacy must be at one end of the row and one of the restaurants at the other. The two restaurants must be separated by at least two other businesses. The pharmacy must be next to either the optometrist or the veterinarian. The toy store cannot be next to the veterinarian.Q: If the shoe store is in space 4, which one of the following must be true? Answer Choices: (A)The optometrist is next to a restaurant. (B)The pharmacy is next to the veterinarian. (C)A restaurant is next to the toy store. (D)The shoe store is next to the toy store. (E)The shoe store is next to the veterinarian.
A: Among A through E, the answer is | [
"(A)The optometrist is next to a restaurant.",
"(B)The pharmacy is next to the veterinarian.",
"(C)A restaurant is next to the toy store.",
"(D)The shoe store is next to the toy store.",
"(E)The shoe store is next to the veterinarian."
] | [
1
] |
A shopping center has exactly seven spaces—space 1 through space 7—arranged in a straight row. Seven businesses—an optometrist, a pharmacy, two restaurants, a shoe store, a toy store, and a veterinarian—will be located in the shopping center, one in each space. The locations of the businesses are subject to the following constraints: The pharmacy must be at one end of the row and one of the restaurants at the other. The two restaurants must be separated by at least two other businesses. The pharmacy must be next to either the optometrist or the veterinarian. The toy store cannot be next to the veterinarian.Q: Which one of the following, if substituted for the constraint that the two restaurants must be separated by at least two other businesses, would have the same effect in determining the locations of the businesses? Answer Choices: (A)A restaurant must be in either space 3, space 4, or space 5. (B)A restaurant must be next to either the optometrist or the veterinarian. (C)Either the toy store or the veterinarian must be somewhere between the two restaurants. (D)No more than two businesses can separate the pharmacy and the restaurant nearest it. (E)The optometrist cannot be next to the shoe store.
A: Among A through E, the answer is | [
"(A)A restaurant must be in either space 3, space 4, or space 5.",
"(B)A restaurant must be next to either the optometrist or the veterinarian.",
"(C)Either the toy store or the veterinarian must be somewhere between the two restaurants.",
"(D)No more than two businesses can separate the pharmacy and the restaurant nearest it.",
"(E)The optometrist cannot be next to the shoe store."
] | [
3
] |
A software company employs exactly seven sales representatives—Kim, Mahr, Parra, Quinn, Stuckey, Tiao, and Udall—to work in its three sales zones—Zone 1, Zone 2, and Zone 3. Each sales representative works in exactly one of the sales zones, in accordance with the following conditions: Either Parra or Tiao (but not both) works in Zone 1. Either Tiao or Udall (but not both) works in Zone 2. Parra and Quinn work in the same sales zone as each other. Stuckey and Udall work in the same sales zone as each other. There are more of the sales representatives working in Zone 3 than in Zone 2.Q: Which one of the following could be an accurate matching of the sales representatives to the sales zones in which they work? Answer Choices: (A)Zone 1: Kim, Parra Zone 2: Stuckey, Udall Zone 3: Mahr, Quinn, Tiao (B)Zone 1: Kim, Tiao Zone 2: Stuckey, Udall Zone 3: Mahr, Parra, Quinn (C)Zone 1: Parra, Quinn Zone 2: Kim, Udall Zone 3: Mahr, Stuckey, Tiao (D)Zone 1: Stuckey, Udall Zone 2: Kim, Tiao Zone 3: Mahr, Parra, Quinn (E)Zone 1: Tiao Zone 2: Kim, Parra, Quinn Zone 3: Stuckey, Udall
A: Among A through E, the answer is | [
"(A)Zone 1: Kim, Parra Zone 2: Stuckey, Udall Zone 3: Mahr, Quinn, Tiao",
"(B)Zone 1: Kim, Tiao Zone 2: Stuckey, Udall Zone 3: Mahr, Parra, Quinn",
"(C)Zone 1: Parra, Quinn Zone 2: Kim, Udall Zone 3: Mahr, Stuckey, Tiao",
"(D)Zone 1: Stuckey, Udall Zone 2: Kim, Tiao Zone 3: Mahr, Parra, Quinn",
"(E)Zone 1: Tiao Zone 2: Kim, Parra, Quinn Zone 3: Stuckey, Udall"
] | [
1
] |
A software company employs exactly seven sales representatives—Kim, Mahr, Parra, Quinn, Stuckey, Tiao, and Udall—to work in its three sales zones—Zone 1, Zone 2, and Zone 3. Each sales representative works in exactly one of the sales zones, in accordance with the following conditions: Either Parra or Tiao (but not both) works in Zone 1. Either Tiao or Udall (but not both) works in Zone 2. Parra and Quinn work in the same sales zone as each other. Stuckey and Udall work in the same sales zone as each other. There are more of the sales representatives working in Zone 3 than in Zone 2.Q: If more sales representatives work in Zone 1 than in Zone 3, then which one of the following could be true? Answer Choices: (A)Kim works in Zone 2. (B)Mahr works in Zone 2. (C)Parra works in Zone 3. (D)Tiao works in Zone 1. (E)Udall works in Zone 3.
A: Among A through E, the answer is | [
"(A)Kim works in Zone 2.",
"(B)Mahr works in Zone 2.",
"(C)Parra works in Zone 3.",
"(D)Tiao works in Zone 1.",
"(E)Udall works in Zone 3."
] | [
4
] |
A software company employs exactly seven sales representatives—Kim, Mahr, Parra, Quinn, Stuckey, Tiao, and Udall—to work in its three sales zones—Zone 1, Zone 2, and Zone 3. Each sales representative works in exactly one of the sales zones, in accordance with the following conditions: Either Parra or Tiao (but not both) works in Zone 1. Either Tiao or Udall (but not both) works in Zone 2. Parra and Quinn work in the same sales zone as each other. Stuckey and Udall work in the same sales zone as each other. There are more of the sales representatives working in Zone 3 than in Zone 2.Q: Which one of the following must be false? Answer Choices: (A)Kim and Stuckey both work in Zone 1. (B)Kim and Stuckey both work in Zone 3. (C)Mahr and Stuckey both work in Zone 3. (D)Mahr and Udall both work in Zone 3. (E)Parra and Stuckey both work in Zone I.
A: Among A through E, the answer is | [
"(A)Kim and Stuckey both work in Zone 1.",
"(B)Kim and Stuckey both work in Zone 3.",
"(C)Mahr and Stuckey both work in Zone 3.",
"(D)Mahr and Udall both work in Zone 3.",
"(E)Parra and Stuckey both work in Zone I."
] | [
0
] |
A software company employs exactly seven sales representatives—Kim, Mahr, Parra, Quinn, Stuckey, Tiao, and Udall—to work in its three sales zones—Zone 1, Zone 2, and Zone 3. Each sales representative works in exactly one of the sales zones, in accordance with the following conditions: Either Parra or Tiao (but not both) works in Zone 1. Either Tiao or Udall (but not both) works in Zone 2. Parra and Quinn work in the same sales zone as each other. Stuckey and Udall work in the same sales zone as each other. There are more of the sales representatives working in Zone 3 than in Zone 2.Q: Which one of the following could be a complete and accurate list of the sales representatives working in Zone 3? Answer Choices: (A)Kim, Mahr (B)Kim, Tiao (C)Parra, Quinn (D)Stuckey, Tiao, Udall (E)Parra, Quinn, Stuckey, Udall
A: Among A through E, the answer is | [
"(A)Kim, Mahr",
"(B)Kim, Tiao",
"(C)Parra, Quinn",
"(D)Stuckey, Tiao, Udall",
"(E)Parra, Quinn, Stuckey, Udall"
] | [
0
] |
A software company employs exactly seven sales representatives—Kim, Mahr, Parra, Quinn, Stuckey, Tiao, and Udall—to work in its three sales zones—Zone 1, Zone 2, and Zone 3. Each sales representative works in exactly one of the sales zones, in accordance with the following conditions: Either Parra or Tiao (but not both) works in Zone 1. Either Tiao or Udall (but not both) works in Zone 2. Parra and Quinn work in the same sales zone as each other. Stuckey and Udall work in the same sales zone as each other. There are more of the sales representatives working in Zone 3 than in Zone 2.Q: Quinn CANNOT work in the same sales zone as which one of the following? Answer Choices: (A)Kim (B)Mahr (C)Stuckey (D)Tiao (E)Udall
A: Among A through E, the answer is | [
"(A)Kim",
"(B)Mahr",
"(C)Stuckey",
"(D)Tiao",
"(E)Udall"
] | [
3
] |
A software company employs exactly seven sales representatives—Kim, Mahr, Parra, Quinn, Stuckey, Tiao, and Udall—to work in its three sales zones—Zone 1, Zone 2, and Zone 3. Each sales representative works in exactly one of the sales zones, in accordance with the following conditions: Either Parra or Tiao (but not both) works in Zone 1. Either Tiao or Udall (but not both) works in Zone 2. Parra and Quinn work in the same sales zone as each other. Stuckey and Udall work in the same sales zone as each other. There are more of the sales representatives working in Zone 3 than in Zone 2.Q: If Mahr and Stuckey work in the same sales zone, then which one of the following could be true? Answer Choices: (A)Kim works in Zone 2. (B)Mahr works in Zone 1. (C)Parra works in Zone 3. (D)Stuckey works in Zone 2. (E)Tiao works in Zone 1.
A: Among A through E, the answer is | [
"(A)Kim works in Zone 2.",
"(B)Mahr works in Zone 1.",
"(C)Parra works in Zone 3.",
"(D)Stuckey works in Zone 2.",
"(E)Tiao works in Zone 1."
] | [
0
] |
During a recital, two pianists—Wayne and Zara—will perform solos. There will be five solos altogether, performed one immediately after another. Each solo will be either a modern piece or a traditional piece. The choice of pianist and type of piece for the solos must conform to the following conditions: The third solo is a traditional piece. Exactly two of the traditional pieces are performed consecutively. In the fourth solo, either Wayne performs a traditional piece or Zara performs a modern piece. The pianist who performs the second solo does not perform the fifth solo. No traditional piece is performed until Wayne performs at least one modem piece.Q: Which one of the following could be all of the solos that are traditional pieces? Answer Choices: (A)the first, third, and fourth (B)the second, third, and fourth (C)the third and fourth (D)the third and fifth (E)the fourth and fifth
A: Among A through E, the answer is | [
"(A)the first, third, and fourth",
"(B)the second, third, and fourth",
"(C)the third and fourth",
"(D)the third and fifth",
"(E)the fourth and fifth"
] | [
2
] |
During a recital, two pianists—Wayne and Zara—will perform solos. There will be five solos altogether, performed one immediately after another. Each solo will be either a modern piece or a traditional piece. The choice of pianist and type of piece for the solos must conform to the following conditions: The third solo is a traditional piece. Exactly two of the traditional pieces are performed consecutively. In the fourth solo, either Wayne performs a traditional piece or Zara performs a modern piece. The pianist who performs the second solo does not perform the fifth solo. No traditional piece is performed until Wayne performs at least one modem piece.Q: What is the minimum number of solos in which Wayne performs a traditional piece? Answer Choices: (A)zero (B)one (C)two (D)three (E)four
A: Among A through E, the answer is | [
"(A)zero",
"(B)one",
"(C)two",
"(D)three",
"(E)four"
] | [
0
] |
During a recital, two pianists—Wayne and Zara—will perform solos. There will be five solos altogether, performed one immediately after another. Each solo will be either a modern piece or a traditional piece. The choice of pianist and type of piece for the solos must conform to the following conditions: The third solo is a traditional piece. Exactly two of the traditional pieces are performed consecutively. In the fourth solo, either Wayne performs a traditional piece or Zara performs a modern piece. The pianist who performs the second solo does not perform the fifth solo. No traditional piece is performed until Wayne performs at least one modem piece.Q: If the pianist who performs the first solo also performs the second solo, then which one of the following must be true? Answer Choices: (A)Zara performs the first solo. (B)Wayne performs the third solo. (C)Zara performs the fifth solo. (D)The second solo is a traditional piece. (E)The fourth solo is a modem piece.
A: Among A through E, the answer is | [
"(A)Zara performs the first solo.",
"(B)Wayne performs the third solo.",
"(C)Zara performs the fifth solo.",
"(D)The second solo is a traditional piece.",
"(E)The fourth solo is a modem piece."
] | [
2
] |
During a recital, two pianists—Wayne and Zara—will perform solos. There will be five solos altogether, performed one immediately after another. Each solo will be either a modern piece or a traditional piece. The choice of pianist and type of piece for the solos must conform to the following conditions: The third solo is a traditional piece. Exactly two of the traditional pieces are performed consecutively. In the fourth solo, either Wayne performs a traditional piece or Zara performs a modern piece. The pianist who performs the second solo does not perform the fifth solo. No traditional piece is performed until Wayne performs at least one modem piece.Q: If the fifth solo is a traditional piece, then for exactly determined? Answer Choices: (A)one (B)two (C)three (D)four (E)five
A: Among A through E, the answer is | [
"(A)one",
"(B)two",
"(C)three",
"(D)four",
"(E)five"
] | [
1
] |
During a recital, two pianists—Wayne and Zara—will perform solos. There will be five solos altogether, performed one immediately after another. Each solo will be either a modern piece or a traditional piece. The choice of pianist and type of piece for the solos must conform to the following conditions: The third solo is a traditional piece. Exactly two of the traditional pieces are performed consecutively. In the fourth solo, either Wayne performs a traditional piece or Zara performs a modern piece. The pianist who performs the second solo does not perform the fifth solo. No traditional piece is performed until Wayne performs at least one modem piece.Q: If in the fifth solo Wayne performs a traditional piece, which one of the following could be true? Answer Choices: (A)Zara performs the first solo. (B)Wayne performs the second solo. (C)Zara performs the third solo. (D)The second solo is a modem piece. (E)The fourth solo is a traditional piece.
A: Among A through E, the answer is | [
"(A)Zara performs the first solo.",
"(B)Wayne performs the second solo.",
"(C)Zara performs the third solo.",
"(D)The second solo is a modem piece.",
"(E)The fourth solo is a traditional piece."
] | [
2
] |
A realtor will show a prospective buyer seven houses—J, K, L, M, N, 0, and P—during a single day. The first and second houses to be shown will be shown in the morning; the third, fourth, and fifth houses to be shown will be shown in the afternoon; the sixth and seventh houses to be shown will be shown in the evening. The houses will be shown according to the following rules: J must be shown in the evening. K cannot be shown in the morning. L must be shown at some time after K is shown and at some time before M is shown.Q: Which one of the following could be the order, from first through seventh, in which the realtor shows the houses? Answer Choices: (A)K, 0, L, M, N, J, P (B)N, L, P, K, M, 0, J (C)0, P, K, L, N, M, J (D)0, P, M, N, K, L, J (E)P, 0, K, J, L, N, M
A: Among A through E, the answer is | [
"(A)K, 0, L, M, N, J, P",
"(B)N, L, P, K, M, 0, J",
"(C)0, P, K, L, N, M, J",
"(D)0, P, M, N, K, L, J",
"(E)P, 0, K, J, L, N, M"
] | [
2
] |
A realtor will show a prospective buyer seven houses—J, K, L, M, N, 0, and P—during a single day. The first and second houses to be shown will be shown in the morning; the third, fourth, and fifth houses to be shown will be shown in the afternoon; the sixth and seventh houses to be shown will be shown in the evening. The houses will be shown according to the following rules: J must be shown in the evening. K cannot be shown in the morning. L must be shown at some time after K is shown and at some time before M is shown.Q: Which one of the following is a pair of houses that CANNOT be shown consecutively in either order? Answer Choices: (A)J, K (B)J, M (C)J, O (D)J, P (E)M, P
A: Among A through E, the answer is | [
"(A)J, K",
"(B)J, M",
"(C)J, O",
"(D)J, P",
"(E)M, P"
] | [
0
] |
A realtor will show a prospective buyer seven houses—J, K, L, M, N, 0, and P—during a single day. The first and second houses to be shown will be shown in the morning; the third, fourth, and fifth houses to be shown will be shown in the afternoon; the sixth and seventh houses to be shown will be shown in the evening. The houses will be shown according to the following rules: J must be shown in the evening. K cannot be shown in the morning. L must be shown at some time after K is shown and at some time before M is shown.Q: Which one of the following must be true? Answer Choices: (A)K is shown in the evening. (B)L is shown in the afternoon. (C)L is shown in the evening. (D)M is shown in the morning. (E)M is shown in the afternoon.
A: Among A through E, the answer is | [
"(A)K is shown in the evening.",
"(B)L is shown in the afternoon.",
"(C)L is shown in the evening.",
"(D)M is shown in the morning.",
"(E)M is shown in the afternoon."
] | [
1
] |
A realtor will show a prospective buyer seven houses—J, K, L, M, N, 0, and P—during a single day. The first and second houses to be shown will be shown in the morning; the third, fourth, and fifth houses to be shown will be shown in the afternoon; the sixth and seventh houses to be shown will be shown in the evening. The houses will be shown according to the following rules: J must be shown in the evening. K cannot be shown in the morning. L must be shown at some time after K is shown and at some time before M is shown.Q: Which one of the following could be true? Answer Choices: (A)K is shown at some time after J is shown. (B)L is shown at some time after J is shown. (C)P is shown at some time after J is shown. (D)Both N and O are shown at some time after M is (E)Both N and P are shown at some time after K is
A: Among A through E, the answer is | [
"(A)K is shown at some time after J is shown.",
"(B)L is shown at some time after J is shown.",
"(C)P is shown at some time after J is shown.",
"(D)Both N and O are shown at some time after M is",
"(E)Both N and P are shown at some time after K is"
] | [
2
] |
A realtor will show a prospective buyer seven houses—J, K, L, M, N, 0, and P—during a single day. The first and second houses to be shown will be shown in the morning; the third, fourth, and fifth houses to be shown will be shown in the afternoon; the sixth and seventh houses to be shown will be shown in the evening. The houses will be shown according to the following rules: J must be shown in the evening. K cannot be shown in the morning. L must be shown at some time after K is shown and at some time before M is shown.Q: If P is shown in the afternoon, which one of the following must be true? Answer Choices: (A)J is shown seventh. (B)K is shown third. (C)N is shown first. (D)M is shown in the afternoon. (E)O is shown in the morning.
A: Among A through E, the answer is | [
"(A)J is shown seventh.",
"(B)K is shown third.",
"(C)N is shown first.",
"(D)M is shown in the afternoon.",
"(E)O is shown in the morning."
] | [
4
] |
Exactly five witnesses—Franco, Garcia, Hong, Iturbe, and Jackson—are to be scheduled to testify at a hearing that is to take exactly three days of one week—Monday, Tuesday, and Wednesday. Each witness testifies on exactly one day of the hearing. The schedule must meet the following conditions: Franco does not testify on the same day that Garcia testifies. Iturbe testifies on Wednesday. Exactly two witnesses testify on Tuesday. Hong does not testify on Monday. At least one witness testifies on Monday.Q: Which one of the following is an acceptable schedule of witnesses? Answer Choices: (A)Monday: Franco Tuesday: Hong and Iturbe Wednesday: Garcia and Jackson (B)Monday: Franco and Hong Tuesday: Iturbe and Jackson Wednesday: Garcia (C)Monday: Garcia Tuesday: Franco and Iturbe Wednesday: Hong and Jackson (D)Monday: Garcia and Jackson Tuesday: Franco and Hong Wednesday: Iturbe (E)Monday: Garcia and Jackson Tuesday: Hong Wednesday: Franco and Iturbe
A: Among A through E, the answer is | [
"(A)Monday: Franco Tuesday: Hong and Iturbe Wednesday: Garcia and Jackson",
"(B)Monday: Franco and Hong Tuesday: Iturbe and Jackson Wednesday: Garcia",
"(C)Monday: Garcia Tuesday: Franco and Iturbe Wednesday: Hong and Jackson",
"(D)Monday: Garcia and Jackson Tuesday: Franco and Hong Wednesday: Iturbe",
"(E)Monday: Garcia and Jackson Tuesday: Hong Wednesday: Franco and Iturbe"
] | [
3
] |
Exactly five witnesses—Franco, Garcia, Hong, Iturbe, and Jackson—are to be scheduled to testify at a hearing that is to take exactly three days of one week—Monday, Tuesday, and Wednesday. Each witness testifies on exactly one day of the hearing. The schedule must meet the following conditions: Franco does not testify on the same day that Garcia testifies. Iturbe testifies on Wednesday. Exactly two witnesses testify on Tuesday. Hong does not testify on Monday. At least one witness testifies on Monday.Q: Which one of the following CANNOT be true of the schedule? Answer Choices: (A)Franco is the only witness scheduled to testify on Monday. (B)Franco is scheduled to testify on the same day as Iturbe. (C)Garcia and Hong are both scheduled to testify on Tuesday. (D)Garcia is the only witness scheduled to testify on Monday and Hong is one of two witnesses scheduled to testify on Wednesday. (E)Jackson is scheduled to testify on Tuesday and two witnesses are scheduled to testify on Monday.
A: Among A through E, the answer is | [
"(A)Franco is the only witness scheduled to testify on Monday.",
"(B)Franco is scheduled to testify on the same day as Iturbe.",
"(C)Garcia and Hong are both scheduled to testify on Tuesday.",
"(D)Garcia is the only witness scheduled to testify on Monday and Hong is one of two witnesses scheduled to testify on Wednesday.",
"(E)Jackson is scheduled to testify on Tuesday and two witnesses are scheduled to testify on Monday."
] | [
4
] |
Exactly five witnesses—Franco, Garcia, Hong, Iturbe, and Jackson—are to be scheduled to testify at a hearing that is to take exactly three days of one week—Monday, Tuesday, and Wednesday. Each witness testifies on exactly one day of the hearing. The schedule must meet the following conditions: Franco does not testify on the same day that Garcia testifies. Iturbe testifies on Wednesday. Exactly two witnesses testify on Tuesday. Hong does not testify on Monday. At least one witness testifies on Monday.Q: If Jackson is scheduled to testify on Wednesday, which one of the following must be true of the schedule? Answer Choices: (A)Franco is scheduled to testify on Monday. (B)Garcia is scheduled to testify on Monday. (C)Exactly one witness is scheduled to testify on Monday. (D)Exactly two witnesses are scheduled to testify on Monday. (E)Garcia is scheduled to testify on the same day as Hong.
A: Among A through E, the answer is | [
"(A)Franco is scheduled to testify on Monday.",
"(B)Garcia is scheduled to testify on Monday.",
"(C)Exactly one witness is scheduled to testify on Monday.",
"(D)Exactly two witnesses are scheduled to testify on Monday.",
"(E)Garcia is scheduled to testify on the same day as Hong."
] | [
2
] |
End of preview. Expand
in Dataset Viewer.
Dataset Card for "agieval-lsat-ar"
Dataset taken from https://github.com/microsoft/AGIEval and processed as in that repo.
Raw datset: https://github.com/zhongwanjun/AR-LSAT
MIT License
Copyright (c) 2022 Wanjun Zhong
Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions:
The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software.
THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
@misc{zhong2023agieval, title={AGIEval: A Human-Centric Benchmark for Evaluating Foundation Models}, author={Wanjun Zhong and Ruixiang Cui and Yiduo Guo and Yaobo Liang and Shuai Lu and Yanlin Wang and Amin Saied and Weizhu Chen and Nan Duan}, year={2023}, eprint={2304.06364}, archivePrefix={arXiv}, primaryClass={cs.CL} }
@misc{zhong2021arlsat, title={AR-LSAT: Investigating Analytical Reasoning of Text}, author={Wanjun Zhong and Siyuan Wang and Duyu Tang and Zenan Xu and Daya Guo and Jiahai Wang and Jian Yin and Ming Zhou and Nan Duan}, year={2021}, eprint={2104.06598}, archivePrefix={arXiv}, primaryClass={cs.CL} }
@article{wang2022lsat, title={From lsat: The progress and challenges of complex reasoning}, author={Wang, Siyuan and Liu, Zhongkun and Zhong, Wanjun and Zhou, Ming and Wei, Zhongyu and Chen, Zhumin and Duan, Nan}, journal={IEEE/ACM Transactions on Audio, Speech, and Language Processing}, year={2022}, publisher={IEEE} }
- Downloads last month
- 169