benlipkin/arlsat huggingface dataset:
A fruit stand carries at least one kind of the following kinds of fruit: figs, kiwis, oranges, pears, tangerines, and watermelons. The stand does not carry any other kind of fruit. The selection of fruits the stand carries is consistent with the following conditions: If the stand carries kiwis, then it does not carry pears. If the stand does not carry tangerines, then it carries kiwis. If the stand carries oranges, then it carries both pears and watermelons. If the stand carries watermelons, then it carries figs or tangerines or both.

Question: If the condition that if the fruit stand does not carry tangerines then it does carry kiwis is suspended, and all other conditions remain in effect, then which one of the following CANNOT be a complete and accurate list of the kinds of fruit the stand carries?
Options:
pears
figs, pears
oranges, pears, watermelons
figs, pears, watermelons
figs, oranges, pears, watermelons
Correct option (0-indexed): 2
A radio talk show host airs five telephone calls sequentially. The calls, one from each of Felicia, Gwen, Henry, Isaac, and Mel, are each either live or taped (but not both). Two calls are from Vancouver, two are from Seattle, and one is from Kelowna. The following conditions must apply: Isaac's and Mel's calls are the first two calls aired, but not necessarily in that order. The third call aired, from Kelowna, is taped. Both Seattle calls are live. Both Gwen's and Felicia's calls air after Henry's. Neither Mel nor Felicia calls from Seattle.

Question: Which one of the following could be an accurate list of the calls, listed in the order in which they are aired?
Options:
Isaac's, Henry's, Felicia's, Mel's, Gwen's
Isaac's, Mel's, Gwen's, Henry's, Felicia's
Mel's, Gwen's, Henry's, Isaac's, Felicia's
Mel's, Isaac's, Gwen's, Henry's, Felicia's
Mel's, Isaac's, Henry's, Felicia's, Gwen's
Correct option (0-indexed): 4
A radio talk show host airs five telephone calls sequentially. The calls, one from each of Felicia, Gwen, Henry, Isaac, and Mel, are each either live or taped (but not both). Two calls are from Vancouver, two are from Seattle, and one is from Kelowna. The following conditions must apply: Isaac's and Mel's calls are the first two calls aired, but not necessarily in that order. The third call aired, from Kelowna, is taped. Both Seattle calls are live. Both Gwen's and Felicia's calls air after Henry's. Neither Mel nor Felicia calls from Seattle.

Question: Which one of the following could be true?
Options:
Felicia's call airs fifth.
Gwen's call airs first.
Henry's call airs second.
Isaac's call airs third.
Mel's call airs fifth.
Correct option (0-indexed): 0
A radio talk show host airs five telephone calls sequentially. The calls, one from each of Felicia, Gwen, Henry, Isaac, and Mel, are each either live or taped (but not both). Two calls are from Vancouver, two are from Seattle, and one is from Kelowna. The following conditions must apply: Isaac's and Mel's calls are the first two calls aired, but not necessarily in that order. The third call aired, from Kelowna, is taped. Both Seattle calls are live. Both Gwen's and Felicia's calls air after Henry's. Neither Mel nor Felicia calls from Seattle.

Question: If the first call aired is from Seattle, then which one of the following could be true?
Options:
Felicia's call is the next call aired after Isaac's.
Henry's call is the next call aired after Felicia's.
Henry's call is the next call aired after Mel's.
Henry's call is the next call aired after Isaac's.
Isaac's call is the next call aired after Mel's.
Correct option (0-indexed): 2
A radio talk show host airs five telephone calls sequentially. The calls, one from each of Felicia, Gwen, Henry, Isaac, and Mel, are each either live or taped (but not both). Two calls are from Vancouver, two are from Seattle, and one is from Kelowna. The following conditions must apply: Isaac's and Mel's calls are the first two calls aired, but not necessarily in that order. The third call aired, from Kelowna, is taped. Both Seattle calls are live. Both Gwen's and Felicia's calls air after Henry's. Neither Mel nor Felicia calls from Seattle.

Question: If a taped call airs first, then which one of the following CANNOT be true?
Options:
Felicia's call airs fourth.
Gwen's call airs fifth.
A taped call airs second.
A taped call airs third.
A taped call airs fourth.
Correct option (0-indexed): 2
A radio talk show host airs five telephone calls sequentially. The calls, one from each of Felicia, Gwen, Henry, Isaac, and Mel, are each either live or taped (but not both). Two calls are from Vancouver, two are from Seattle, and one is from Kelowna. The following conditions must apply: Isaac's and Mel's calls are the first two calls aired, but not necessarily in that order. The third call aired, from Kelowna, is taped. Both Seattle calls are live. Both Gwen's and Felicia's calls air after Henry's. Neither Mel nor Felicia calls from Seattle.

Question: Which one of the following must be true?
Options:
Gwen's call is live.
Henry's call is live.
Mel's call is live.
Felicia's call is taped.
Isaac's call is taped.
Correct option (0-indexed): 0
A radio talk show host airs five telephone calls sequentially. The calls, one from each of Felicia, Gwen, Henry, Isaac, and Mel, are each either live or taped (but not both). Two calls are from Vancouver, two are from Seattle, and one is from Kelowna. The following conditions must apply: Isaac's and Mel's calls are the first two calls aired, but not necessarily in that order. The third call aired, from Kelowna, is taped. Both Seattle calls are live. Both Gwen's and Felicia's calls air after Henry's. Neither Mel nor Felicia calls from Seattle.

Question: If no two live calls are aired consecutively and no two taped calls are aired consecutively, then in exactly how many distinct orders could the calls from the five people be aired?
Options:
one
two
three
four
five
Correct option (0-indexed): 0
A radio talk show host airs five telephone calls sequentially. The calls, one from each of Felicia, Gwen, Henry, Isaac, and Mel, are each either live or taped (but not both). Two calls are from Vancouver, two are from Seattle, and one is from Kelowna. The following conditions must apply: Isaac's and Mel's calls are the first two calls aired, but not necessarily in that order. The third call aired, from Kelowna, is taped. Both Seattle calls are live. Both Gwen's and Felicia's calls air after Henry's. Neither Mel nor Felicia calls from Seattle.

Question: If a taped call airs second, then which one of the following CANNOT be true?
Options:
The first call aired is from Seattle.
The first call aired is from Vancouver.
The fourth call aired is from Seattle.
The fifth call aired is from Seattle.
The fifth call aired is from Vancouver.
Correct option (0-indexed): 1
Gutierrez, Hoffman, Imamura, Kelly, Lapas, and Moore ride a bus together. Each sits facing forward in a different one of the six seats on the left side of the bus. The seats are in consecutive rows that are numbered 1, 2, and 3 from front to back. Each row has exactly two seats: a window seat and an aisle seat. The following conditions must apply: Hoffman occupies the aisle seat immediately behind Gutierrez's aisle seat. If Moore occupies an aisle seat, Hoffman sits in the same row as Lapas. If Gutierrez sits in the same row as Kelly, Moore occupies the seat immediately and directly behind Imamura's seat. If Kelly occupies a window seat, Moore sits in row 3. If Kelly sits in row 3, Imamura sits in row 1.

Question: Which one of the following could be true?
Options:
Imamura sits in row 2, whereas Kelly sits in row 3.
Gutierrez sits in the same row as Kelly, immediately and directly behind Moore.
Gutierrez occupies a window seat in the same row as Lapas.
Moore occupies an aisle seat in the same row as Lapas.
Kelly and Moore both sit in row 3.
Correct option (0-indexed): 4
Gutierrez, Hoffman, Imamura, Kelly, Lapas, and Moore ride a bus together. Each sits facing forward in a different one of the six seats on the left side of the bus. The seats are in consecutive rows that are numbered 1, 2, and 3 from front to back. Each row has exactly two seats: a window seat and an aisle seat. The following conditions must apply: Hoffman occupies the aisle seat immediately behind Gutierrez's aisle seat. If Moore occupies an aisle seat, Hoffman sits in the same row as Lapas. If Gutierrez sits in the same row as Kelly, Moore occupies the seat immediately and directly behind Imamura's seat. If Kelly occupies a window seat, Moore sits in row 3. If Kelly sits in row 3, Imamura sits in row 1.

Question: If Lapas and Kelly each occupy a window seat, then which one of the following could be true?
Options:
Moore occupies the aisle seat in row 3.
Imamura occupies the window seat in row 3.
Gutierrez sits in the same row as Kelly.
Gutierrez sits in the same row as Moore.
Moore sits in the same row as Lapas.
Correct option (0-indexed): 0
Gutierrez, Hoffman, Imamura, Kelly, Lapas, and Moore ride a bus together. Each sits facing forward in a different one of the six seats on the left side of the bus. The seats are in consecutive rows that are numbered 1, 2, and 3 from front to back. Each row has exactly two seats: a window seat and an aisle seat. The following conditions must apply: Hoffman occupies the aisle seat immediately behind Gutierrez's aisle seat. If Moore occupies an aisle seat, Hoffman sits in the same row as Lapas. If Gutierrez sits in the same row as Kelly, Moore occupies the seat immediately and directly behind Imamura's seat. If Kelly occupies a window seat, Moore sits in row 3. If Kelly sits in row 3, Imamura sits in row 1.

Question: If Moore sits in row 1, then which one of the following must be true?
Options:
Hoffman sits in row 2.
Imamura sits in row 2.
Imamura sits in row 3.
Kelly sits in row 1.
Lapas sits in row 3.
Correct option (0-indexed): 3
Gutierrez, Hoffman, Imamura, Kelly, Lapas, and Moore ride a bus together. Each sits facing forward in a different one of the six seats on the left side of the bus. The seats are in consecutive rows that are numbered 1, 2, and 3 from front to back. Each row has exactly two seats: a window seat and an aisle seat. The following conditions must apply: Hoffman occupies the aisle seat immediately behind Gutierrez's aisle seat. If Moore occupies an aisle seat, Hoffman sits in the same row as Lapas. If Gutierrez sits in the same row as Kelly, Moore occupies the seat immediately and directly behind Imamura's seat. If Kelly occupies a window seat, Moore sits in row 3. If Kelly sits in row 3, Imamura sits in row 1.

Question: If Kelly occupies the aisle seat in row 3, then each of the following must be true EXCEPT:
Options:
Gutierrez sits in the same row as Imamura.
Hoffman sits in the same row as Lapas.
Lapas occupies a window seat.
Moore occupies a window seat.
Gutierrez sits in row 1.
Correct option (0-indexed): 1
Gutierrez, Hoffman, Imamura, Kelly, Lapas, and Moore ride a bus together. Each sits facing forward in a different one of the six seats on the left side of the bus. The seats are in consecutive rows that are numbered 1, 2, and 3 from front to back. Each row has exactly two seats: a window seat and an aisle seat. The following conditions must apply: Hoffman occupies the aisle seat immediately behind Gutierrez's aisle seat. If Moore occupies an aisle seat, Hoffman sits in the same row as Lapas. If Gutierrez sits in the same row as Kelly, Moore occupies the seat immediately and directly behind Imamura's seat. If Kelly occupies a window seat, Moore sits in row 3. If Kelly sits in row 3, Imamura sits in row 1.

Question: If neither Gutierrez nor Imamura sits in row 1, then which one of the following could be true?
Options:
Hoffman sits in row 2.
Kelly sits in row 2.
Moore sits in row 2.
Imamura occupies an aisle seat.
Moore occupies an aisle seat.
Correct option (0-indexed): 2
An airline has four flights from New York to Sarasota—flights 1, 2, 3, and 4. On each flight there is exactly one pilot and exactly one co-pilot. The pilots are Fazio, Germond, Kyle, and Lopez; the co-pilots are Reich, Simon, Taylor, and Umlas. Each pilot and co-pilot is assigned to exactly one flight. The flights take off in numerical order. Fazio's flight takes off before Germond's, and at least one other flight takes off between their flights. Kyle is assigned to flight 2. Lopez is assigned to the same flight as Umlas.

Question: Which one of the following pilot and co-pilot teams could be assigned to flight 1?
Options:
Fazio and Reich
Fazio and Umlas
Germond and Reich
Germond and Umlas
Lopez and Taylor
Correct option (0-indexed): 0
An airline has four flights from New York to Sarasota—flights 1, 2, 3, and 4. On each flight there is exactly one pilot and exactly one co-pilot. The pilots are Fazio, Germond, Kyle, and Lopez; the co-pilots are Reich, Simon, Taylor, and Umlas. Each pilot and co-pilot is assigned to exactly one flight. The flights take off in numerical order. Fazio's flight takes off before Germond's, and at least one other flight takes off between their flights. Kyle is assigned to flight 2. Lopez is assigned to the same flight as Umlas.

Question: If Reich's flight is later than Umlas's, which one of the following statements cannot be true?
Options:
Fazio's flight is earlier than Simon's.
Kyle's flight is earlier than Reich's.
Kyle's flight is earlier than Taylor's.
Simon's flight is earlier than Reich's.
Taylor's flight is earlier than Kyle's.
Correct option (0-indexed): 2
An airline has four flights from New York to Sarasota—flights 1, 2, 3, and 4. On each flight there is exactly one pilot and exactly one co-pilot. The pilots are Fazio, Germond, Kyle, and Lopez; the co-pilots are Reich, Simon, Taylor, and Umlas. Each pilot and co-pilot is assigned to exactly one flight. The flights take off in numerical order. Fazio's flight takes off before Germond's, and at least one other flight takes off between their flights. Kyle is assigned to flight 2. Lopez is assigned to the same flight as Umlas.

Question: If Lopez's flight is earlier than Germond's, which one of the following statements could be false?
Options:
Fazio's flight is earlier than Umlas's.
Germond is assigned to flight 4.
Either Reich's or Taylor's flight is earlier than Umlas's.
Simon's flight is earlier than Umlas's.
Umlas is assigned to flight 3.
Correct option (0-indexed): 3
An airline has four flights from New York to Sarasota—flights 1, 2, 3, and 4. On each flight there is exactly one pilot and exactly one co-pilot. The pilots are Fazio, Germond, Kyle, and Lopez; the co-pilots are Reich, Simon, Taylor, and Umlas. Each pilot and co-pilot is assigned to exactly one flight. The flights take off in numerical order. Fazio's flight takes off before Germond's, and at least one other flight takes off between their flights. Kyle is assigned to flight 2. Lopez is assigned to the same flight as Umlas.

Question: What is the maximum possible number of different pilot and co-pilot teams, any one of which could be assigned to flight 4?
Options:
2
3
4
5
6
Correct option (0-indexed): 2
An airline has four flights from New York to Sarasota—flights 1, 2, 3, and 4. On each flight there is exactly one pilot and exactly one co-pilot. The pilots are Fazio, Germond, Kyle, and Lopez; the co-pilots are Reich, Simon, Taylor, and Umlas. Each pilot and co-pilot is assigned to exactly one flight. The flights take off in numerical order. Fazio's flight takes off before Germond's, and at least one other flight takes off between their flights. Kyle is assigned to flight 2. Lopez is assigned to the same flight as Umlas.

Question: If Simon's flight is later than Lopez's, then which one of the following statements could be false?
Options:
Germond's flight is later than Reich's.
Germond's flight is later than Taylor's.
Lopez's flight is later than Taylor's.
Taylor's flight is later than Reich's.
Umlas's flight is later than Reich's.
Correct option (0-indexed): 3
A school has exactly four dormitories that are to be fully occupied—Richards, Tuscarora, Veblen, and Wisteria—each consisting entirely of a North wing and a South wing. The following rules govern assignment of students to dormitory wings: Each wing is assigned only male students or only female students. Exactly three wings have males assigned to them. Richards North and Tuscarora North are assigned females. If a dormitory has males assigned to one of its wings, then its other wing is assigned females. If males are assigned to Veblen South, then Wisteria North is assigned males.

Question: If females are assigned to Veblen South and Veblen North, then which one of the following could be two other wings that are also assigned females?
Options:
Richards North and Tuscarora South
Richards South and Wisteria South
Richards South and Tuscarora North
Tuscarora North and Wisteria South
Tuscarora South and Wisteria South
Correct option (0-indexed): 3
A school has exactly four dormitories that are to be fully occupied—Richards, Tuscarora, Veblen, and Wisteria—each consisting entirely of a North wing and a South wing. The following rules govern assignment of students to dormitory wings: Each wing is assigned only male students or only female students. Exactly three wings have males assigned to them. Richards North and Tuscarora North are assigned females. If a dormitory has males assigned to one of its wings, then its other wing is assigned females. If males are assigned to Veblen South, then Wisteria North is assigned males.

Question: It CANNOT be true that females are assigned to both
Options:
Richards South and Wisteria South
Richards South and Tuscarora South
Richards South and Veblen North
Tuscarora South and Wisteria South
Veblen North and Wisteria South
Correct option (0-indexed): 1
A school has exactly four dormitories that are to be fully occupied—Richards, Tuscarora, Veblen, and Wisteria—each consisting entirely of a North wing and a South wing. The following rules govern assignment of students to dormitory wings: Each wing is assigned only male students or only female students. Exactly three wings have males assigned to them. Richards North and Tuscarora North are assigned females. If a dormitory has males assigned to one of its wings, then its other wing is assigned females. If males are assigned to Veblen South, then Wisteria North is assigned males.

Question: If Wisteria North is assigned females, then females must also be assigned to which one of the following?
Options:
Richards South
Wisteria South
Tuscarora South
Veblen South
Veblen North
Correct option (0-indexed): 3
A school has exactly four dormitories that are to be fully occupied—Richards, Tuscarora, Veblen, and Wisteria—each consisting entirely of a North wing and a South wing. The following rules govern assignment of students to dormitory wings: Each wing is assigned only male students or only female students. Exactly three wings have males assigned to them. Richards North and Tuscarora North are assigned females. If a dormitory has males assigned to one of its wings, then its other wing is assigned females. If males are assigned to Veblen South, then Wisteria North is assigned males.

Question: If males are assigned to Veblen South, which one of the following is a complete and accurate list of the wings that CANNOT be assigned males?
Options:
Richards North, Tuscarora North
Richards North, Tuscarora North, Veblen North
Richards North, Tuscarora North, Wisteria South
Richards North, Tuscarora North, Veblen North, Wisteria South
Richards North, Richards South, Tuscarora North, Veblen North, Wisteria South
Correct option (0-indexed): 3
A school has exactly four dormitories that are to be fully occupied—Richards, Tuscarora, Veblen, and Wisteria—each consisting entirely of a North wing and a South wing. The following rules govern assignment of students to dormitory wings: Each wing is assigned only male students or only female students. Exactly three wings have males assigned to them. Richards North and Tuscarora North are assigned females. If a dormitory has males assigned to one of its wings, then its other wing is assigned females. If males are assigned to Veblen South, then Wisteria North is assigned males.

Question: If Tuscarora South is assigned females, then it could be true that females are assigned to both
Options:
Richards South and Wisteria North
Richards South and Wisteria South
Veblen North and Wisteria North
Veblen South and Wisteria South
Veblen South and Veblen North
Correct option (0-indexed): 3
In a single day, exactly seven trucks—S, T, U, W, X, Y, and Z—are the only arrivals at a warehouse. No truck arrives at the same time as any other truck, and no truck arrives more than once that day. Each truck is either green or red (but not both). The following conditions apply: No two consecutive arrivals are red. Y arrives at some time before both T and W. Exactly two of the trucks that arrive before Y are red. S is the sixth arrival. Z arrives at some time before U.

Question: Which one of the following could be the order, from first to last, in which the trucks arrive?
Options:
X, Z, U, Y, W, S, T
X, Y, Z, U, W, S, T
Z, W, U, T, Y, S, X
Z, U, T, Y, W, S, X
U, Z, Y, T, S, W, X
Correct option (0-indexed): 0
In a single day, exactly seven trucks—S, T, U, W, X, Y, and Z—are the only arrivals at a warehouse. No truck arrives at the same time as any other truck, and no truck arrives more than once that day. Each truck is either green or red (but not both). The following conditions apply: No two consecutive arrivals are red. Y arrives at some time before both T and W. Exactly two of the trucks that arrive before Y are red. S is the sixth arrival. Z arrives at some time before U.

Question: For which one of the following pairs of trucks is it the case that they CANNOT both be red?
Options:
S and X
T and S
U and W
W and T
X and Z
Correct option (0-indexed): 1
In a single day, exactly seven trucks—S, T, U, W, X, Y, and Z—are the only arrivals at a warehouse. No truck arrives at the same time as any other truck, and no truck arrives more than once that day. Each truck is either green or red (but not both). The following conditions apply: No two consecutive arrivals are red. Y arrives at some time before both T and W. Exactly two of the trucks that arrive before Y are red. S is the sixth arrival. Z arrives at some time before U.

Question: If X is the third arrival, then which one of the following trucks must be green?
Options:
S
T
U
W
Z
Correct option (0-indexed): 2
In a single day, exactly seven trucks—S, T, U, W, X, Y, and Z—are the only arrivals at a warehouse. No truck arrives at the same time as any other truck, and no truck arrives more than once that day. Each truck is either green or red (but not both). The following conditions apply: No two consecutive arrivals are red. Y arrives at some time before both T and W. Exactly two of the trucks that arrive before Y are red. S is the sixth arrival. Z arrives at some time before U.

Question: If exactly three of the trucks are green, then which one of the following trucks must be green?
Options:
S
T
U
W
Z
Correct option (0-indexed): 0
In a single day, exactly seven trucks—S, T, U, W, X, Y, and Z—are the only arrivals at a warehouse. No truck arrives at the same time as any other truck, and no truck arrives more than once that day. Each truck is either green or red (but not both). The following conditions apply: No two consecutive arrivals are red. Y arrives at some time before both T and W. Exactly two of the trucks that arrive before Y are red. S is the sixth arrival. Z arrives at some time before U.

Question: For exactly how many of the seven trucks can one determine exactly how many trucks arrived before it?
Options:
one
two
three
four
five
Correct option (0-indexed): 1
In a single day, exactly seven trucks—S, T, U, W, X, Y, and Z—are the only arrivals at a warehouse. No truck arrives at the same time as any other truck, and no truck arrives more than once that day. Each truck is either green or red (but not both). The following conditions apply: No two consecutive arrivals are red. Y arrives at some time before both T and W. Exactly two of the trucks that arrive before Y are red. S is the sixth arrival. Z arrives at some time before U.

Question: Which one of the following pairs of trucks CANNOT arrive consecutively at the warehouse?
Options:
U and Y
X and Y
Y and T
Y and W
Y and Z
Correct option (0-indexed): 4
A total of six books occupies three small shelves—one on the first shelf, two on the second shelf, and three on the third shelf. Two of the books are grammars—one of Farsi, the other of Hausa. Two others are linguistics monographs—one on phonology, the other on semantics. The remaining two books are novels—one by Vonnegut, the other by Woolf. The books' arrangement is consistent with the following: There is at least one novel on the same shelf as the Farsi grammar. The monographs are not both on the same shelf. The Vonnegut novel is not on the same shelf as either monograph.

Question: Which one of the following could be an accurate matching of the bookshelves to the books on each of them?
Options:
first shelf: Hausa grammar second shelf: semantics monograph, Vonnegut novel third shelf: Farsi grammar, phonology monograph, Woolf novel
first shelf: semantics monograph second shelf: Farsi grammar, Vonnegut novel third shelf: Hausa grammar, phonology monograph, Woolf novel
first shelf: Vonnegut novel second shelf: phonology monograph, Farsi grammar third shelf: Hausa grammar, semantics monograph, Woolf novel
first shelf: Woolf novel second shelf: phonology and semantics monographs third shelf: Farsi and Hausa grammars, Vonnegut novel
first shelf: Woolf novel second shelf: Farsi grammar, Vonnegut novel third shelf: Hausa grammar, phonology and semantics monographs
Correct option (0-indexed): 1
A total of six books occupies three small shelves—one on the first shelf, two on the second shelf, and three on the third shelf. Two of the books are grammars—one of Farsi, the other of Hausa. Two others are linguistics monographs—one on phonology, the other on semantics. The remaining two books are novels—one by Vonnegut, the other by Woolf. The books' arrangement is consistent with the following: There is at least one novel on the same shelf as the Farsi grammar. The monographs are not both on the same shelf. The Vonnegut novel is not on the same shelf as either monograph.

Question: Which one of the following CANNOT be true?
Options:
A grammar is on the first shelf.
A linguistics monograph is on the same shelf as the Hausa grammar.
A novel is on the first shelf.
The novels are on the same shelf as each other.
Neither linguistics monograph is on the first shelf.
Correct option (0-indexed): 0
A total of six books occupies three small shelves—one on the first shelf, two on the second shelf, and three on the third shelf. Two of the books are grammars—one of Farsi, the other of Hausa. Two others are linguistics monographs—one on phonology, the other on semantics. The remaining two books are novels—one by Vonnegut, the other by Woolf. The books' arrangement is consistent with the following: There is at least one novel on the same shelf as the Farsi grammar. The monographs are not both on the same shelf. The Vonnegut novel is not on the same shelf as either monograph.

Question: Which one of the following must be true?
Options:
A linguistics monograph and a grammar are on the second shelf.
A novel and a grammar are on the second shelf.
At least one linguistics monograph and at least one grammar are on the third shelf.
At least one novel and at least one grammar are on the third shelf.
At least one novel and at least one linguistics monograph are on the third shelf.
Correct option (0-indexed): 3
A total of six books occupies three small shelves—one on the first shelf, two on the second shelf, and three on the third shelf. Two of the books are grammars—one of Farsi, the other of Hausa. Two others are linguistics monographs—one on phonology, the other on semantics. The remaining two books are novels—one by Vonnegut, the other by Woolf. The books' arrangement is consistent with the following: There is at least one novel on the same shelf as the Farsi grammar. The monographs are not both on the same shelf. The Vonnegut novel is not on the same shelf as either monograph.

Question: If both grammars are on the same shelf, which one of the following could be true?
Options:
The phonology monograph is on the third shelf.
A novel is on the first shelf.
Both novels are on the second shelf.
The Farsi grammar is on the second shelf.
The phonology monograph is on the first shelf.
Correct option (0-indexed): 4
A total of six books occupies three small shelves—one on the first shelf, two on the second shelf, and three on the third shelf. Two of the books are grammars—one of Farsi, the other of Hausa. Two others are linguistics monographs—one on phonology, the other on semantics. The remaining two books are novels—one by Vonnegut, the other by Woolf. The books' arrangement is consistent with the following: There is at least one novel on the same shelf as the Farsi grammar. The monographs are not both on the same shelf. The Vonnegut novel is not on the same shelf as either monograph.

Question: Which one of the following must be true?
Options:
A linguistics monograph is on the first shelf.
No more than one novel is on each shelf.
The Farsi grammar is not on the same shelf as the Hausa grammar.
The semantics monograph is not on the same shelf as the Woolf novel.
The Woolf novel is not on the first shelf.
Correct option (0-indexed): 4
A total of six books occupies three small shelves—one on the first shelf, two on the second shelf, and three on the third shelf. Two of the books are grammars—one of Farsi, the other of Hausa. Two others are linguistics monographs—one on phonology, the other on semantics. The remaining two books are novels—one by Vonnegut, the other by Woolf. The books' arrangement is consistent with the following: There is at least one novel on the same shelf as the Farsi grammar. The monographs are not both on the same shelf. The Vonnegut novel is not on the same shelf as either monograph.

Question: If the Farsi grammar is not on the third shelf, which one of the following could be true?
Options:
The phonology monograph is on the second shelf.
The Hausa grammar is on the second shelf.
The semantics monograph is on the third shelf.
The Vonnegut novel is on the third shelf.
The Woolf novel is on the second shelf.
Correct option (0-indexed): 2
A total of six books occupies three small shelves—one on the first shelf, two on the second shelf, and three on the third shelf. Two of the books are grammars—one of Farsi, the other of Hausa. Two others are linguistics monographs—one on phonology, the other on semantics. The remaining two books are novels—one by Vonnegut, the other by Woolf. The books' arrangement is consistent with the following: There is at least one novel on the same shelf as the Farsi grammar. The monographs are not both on the same shelf. The Vonnegut novel is not on the same shelf as either monograph.

Question: If the Hausa grammar and the phonology monograph are on the same shelf, which one of the following must be true?
Options:
The phonology monograph is on the third shelf.
The Vonnegut novel is on the second shelf.
The semantics monograph is on the second shelf.
The semantics monograph is on the first shelf.
The Woolf novel is on the third shelf.
Correct option (0-indexed): 4
A swim team with exactly five members—Jacobson, Kruger, Lu, Miller, Ortiz—swims a ten-lap relay race. Each team member swims exactly two of the laps: one swims laps 1 and 6, one swims laps 2 and 7, one swims laps 3 and 8, one swims laps 4 and 9, and one swims laps 5 and 10. The following conditions apply: Neither of Kruger's laps is immediately before either of Lu's. Jacobson does not swim lap 9. Ortiz's first lap is after (but not necessarily immediately after) Miller's. At least one of Jacobson's laps is immediately after one of Ortiz's laps.

Question: Which one of the following could be an accurate list of the swimmers of the first five laps, in order from lap 1 through lap 5?
Options:
Jacobson, Kruger, Miller, Lu, Ortiz
Kruger, Miller, Ortiz, Jacobson, Lu
Lu, Miller, Jacobson, Kruger, Ortiz
Ortiz, Kruger, Miller, Lu, Jacobson
Miller, Ortiz, Jacobson, Kruger, Lu
Correct option (0-indexed): 0
A swim team with exactly five members—Jacobson, Kruger, Lu, Miller, Ortiz—swims a ten-lap relay race. Each team member swims exactly two of the laps: one swims laps 1 and 6, one swims laps 2 and 7, one swims laps 3 and 8, one swims laps 4 and 9, and one swims laps 5 and 10. The following conditions apply: Neither of Kruger's laps is immediately before either of Lu's. Jacobson does not swim lap 9. Ortiz's first lap is after (but not necessarily immediately after) Miller's. At least one of Jacobson's laps is immediately after one of Ortiz's laps.

Question: If Jacobson swims lap 8, then for exactly how many of the ten laps can one determine which team member swims the lap?
Options:
ten
eight
six
four
two
Correct option (0-indexed): 0
A swim team with exactly five members—Jacobson, Kruger, Lu, Miller, Ortiz—swims a ten-lap relay race. Each team member swims exactly two of the laps: one swims laps 1 and 6, one swims laps 2 and 7, one swims laps 3 and 8, one swims laps 4 and 9, and one swims laps 5 and 10. The following conditions apply: Neither of Kruger's laps is immediately before either of Lu's. Jacobson does not swim lap 9. Ortiz's first lap is after (but not necessarily immediately after) Miller's. At least one of Jacobson's laps is immediately after one of Ortiz's laps.

Question: If Ortiz swims lap 4, then which one of the following could be true?
Options:
Jacobson swims lap 1.
Jacobson swims lap 3.
Kruger swims lap 5.
Lu swims lap 3.
Miller swims lap 5.
Correct option (0-indexed): 3
A swim team with exactly five members—Jacobson, Kruger, Lu, Miller, Ortiz—swims a ten-lap relay race. Each team member swims exactly two of the laps: one swims laps 1 and 6, one swims laps 2 and 7, one swims laps 3 and 8, one swims laps 4 and 9, and one swims laps 5 and 10. The following conditions apply: Neither of Kruger's laps is immediately before either of Lu's. Jacobson does not swim lap 9. Ortiz's first lap is after (but not necessarily immediately after) Miller's. At least one of Jacobson's laps is immediately after one of Ortiz's laps.

Question: Which one of the following could be true?
Options:
Jacobson swims lap 4.
Kruger swims lap 5.
Lu swims lap 5.
Miller swims lap 10.
Ortiz swims lap 6.
Correct option (0-indexed): 1
A swim team with exactly five members—Jacobson, Kruger, Lu, Miller, Ortiz—swims a ten-lap relay race. Each team member swims exactly two of the laps: one swims laps 1 and 6, one swims laps 2 and 7, one swims laps 3 and 8, one swims laps 4 and 9, and one swims laps 5 and 10. The following conditions apply: Neither of Kruger's laps is immediately before either of Lu's. Jacobson does not swim lap 9. Ortiz's first lap is after (but not necessarily immediately after) Miller's. At least one of Jacobson's laps is immediately after one of Ortiz's laps.

Question: Jacobson CANNOT swim which one of the following laps?
Options:
lap 1
lap 2
lap 3
lap 6
lap 10
Correct option (0-indexed): 1
A swim team with exactly five members—Jacobson, Kruger, Lu, Miller, Ortiz—swims a ten-lap relay race. Each team member swims exactly two of the laps: one swims laps 1 and 6, one swims laps 2 and 7, one swims laps 3 and 8, one swims laps 4 and 9, and one swims laps 5 and 10. The following conditions apply: Neither of Kruger's laps is immediately before either of Lu's. Jacobson does not swim lap 9. Ortiz's first lap is after (but not necessarily immediately after) Miller's. At least one of Jacobson's laps is immediately after one of Ortiz's laps.

Question: Which one of the following could be an accurate list of the swimmers of the last five laps, in order from lap 6 through lap 10?
Options:
Jacobson, Miller, Kruger, Ortiz, Lu
Kruger, Lu, Miller, Ortiz, Jacobson
Lu, Kruger, Miller, Ortiz, Jacobson
Miller, Kruger, Ortiz, Jacobson, Lu
Ortiz, Jacobson, Kruger, Miller, Lu
Correct option (0-indexed): 2
A car drives into the center ring of a circus and exactly eight clowns—Q, R, S, T, V, W, Y, and Z—get out of the car, one clown at a time. The order in which the clowns get out of the car is consistent with the following conditions: V gets out at some time before both Y and Q. Q gets out at some time after Z. T gets out at some time before V but at some time after R. S gets out at some time after V. R gets out at some time before W.

Question: Which one of the following could be the order, from first to last, in which the clowns get out of the car?
Options:
T, Z, V, R, W, Y, S, Q
Z, R, W, Q, T, V, Y, S
R, W, T, V, Q, Z, S, Y
Z, W, R, T, V, Y, Q, S
R, W, T, V, Z, S, Y, Q
Correct option (0-indexed): 4
A car drives into the center ring of a circus and exactly eight clowns—Q, R, S, T, V, W, Y, and Z—get out of the car, one clown at a time. The order in which the clowns get out of the car is consistent with the following conditions: V gets out at some time before both Y and Q. Q gets out at some time after Z. T gets out at some time before V but at some time after R. S gets out at some time after V. R gets out at some time before W.

Question: Which one of the following could be true?
Options:
Y is the second clown to get out of the car.
R is the third clown to get out of the car.
Q is the fourth clown to get out of the car.
S is the fifth clown to get out of the car.
V is the sixth clown to get out of the car.
Correct option (0-indexed): 3
A car drives into the center ring of a circus and exactly eight clowns—Q, R, S, T, V, W, Y, and Z—get out of the car, one clown at a time. The order in which the clowns get out of the car is consistent with the following conditions: V gets out at some time before both Y and Q. Q gets out at some time after Z. T gets out at some time before V but at some time after R. S gets out at some time after V. R gets out at some time before W.

Question: If Z is the seventh clown to get out of the car, then which one of the following could be true?
Options:
R is the second clown to get out of the car.
T is the fourth clown to get out of the car.
W is the fifth clown to get out of the car.
V is the sixth clown to get out of the car.
Y is the eighth clown to get out of the car.
Correct option (0-indexed): 2
A car drives into the center ring of a circus and exactly eight clowns—Q, R, S, T, V, W, Y, and Z—get out of the car, one clown at a time. The order in which the clowns get out of the car is consistent with the following conditions: V gets out at some time before both Y and Q. Q gets out at some time after Z. T gets out at some time before V but at some time after R. S gets out at some time after V. R gets out at some time before W.

Question: If T is the fourth clown to get out of the car, then which one of the following must be true?
Options:
R is the first clown to get out of the car.
Z is the second clown to get out of the car.
W is the third clown to get out of the car.
V is the fifth clown to get out of the car.
Y is the seventh clown to get out of the car.
Correct option (0-indexed): 3
A car drives into the center ring of a circus and exactly eight clowns—Q, R, S, T, V, W, Y, and Z—get out of the car, one clown at a time. The order in which the clowns get out of the car is consistent with the following conditions: V gets out at some time before both Y and Q. Q gets out at some time after Z. T gets out at some time before V but at some time after R. S gets out at some time after V. R gets out at some time before W.

Question: If Q is the fifth clown to get out of the car, then each of the following could be true EXCEPT:
Options:
Z is the first clown to get out of the car.
T is the second clown to get out of the car.
V is the third clown to get out of the car.
W is the fourth clown to get out of the car.
Y is the sixth clown to get out of the car.
Correct option (0-indexed): 3
A car drives into the center ring of a circus and exactly eight clowns—Q, R, S, T, V, W, Y, and Z—get out of the car, one clown at a time. The order in which the clowns get out of the car is consistent with the following conditions: V gets out at some time before both Y and Q. Q gets out at some time after Z. T gets out at some time before V but at some time after R. S gets out at some time after V. R gets out at some time before W.

Question: If R is the second clown to get out of the car, which one of the following must be true?
Options:
S gets out of the car at some time before T does.
T gets out of the car at some time before W does.
W gets out of the car at some time before V does.
Y gets out of the car at some time before Q does.
Z gets out of the car at some time before W does.
Correct option (0-indexed): 4
A car drives into the center ring of a circus and exactly eight clowns—Q, R, S, T, V, W, Y, and Z—get out of the car, one clown at a time. The order in which the clowns get out of the car is consistent with the following conditions: V gets out at some time before both Y and Q. Q gets out at some time after Z. T gets out at some time before V but at some time after R. S gets out at some time after V. R gets out at some time before W.

Question: If V gets out of the car at some time before Z does, then which one of the following could be true?
Options:
R is the second clown to get out of the car.
T is the fourth clown to get out of the car.
Q is the fourth clown to get out of the car.
V is the fifth clown to get out of the car.
Z is the sixth clown to get out of the car.
Correct option (0-indexed): 4
Each of six tasks—harvesting, milling, plowing, spinning, threshing, and weaving—will be demonstrated exactly once at a farm exhibition. No two tasks will be demonstrated concurrently. Three volunteers—Frank, Gladys, and Leslie—will each demonstrate exactly two of the tasks. The tasks must be demonstrated in accordance with the following conditions: Frank demonstrates exactly one task before Gladys demonstrates any of the tasks. Frank performs neither the first nor the last demonstration. Gladys demonstrates neither harvesting nor milling. Leslie demonstrates neither harvesting nor threshing. Milling is the next task demonstrated after threshing is demonstrated.

Question: Which one of the following is an acceptable list of the volunteers and the tasks each demonstrates, in order from the first to the last demonstration?
Options:
Frank: weaving; Gladys: threshing; Leslie: milling; Leslie: spinning; Frank: harvesting; Gladys: plowing
Leslie: plowing; Frank: harvesting; Frank: threshing; Leslie: milling; Gladys: spinning; Gladys: weaving
Leslie: plowing; Frank: spinning; Gladys: threshing; Leslie: milling; Frank: harvesting; Gladys: weaving
Leslie: spinning; Leslie: weaving; Frank: plowing; Gladys: harvesting; Frank: threshing; Gladys: milling
Leslie: weaving; Frank: threshing; Gladys: spinning; Leslie: milling; Frank: harvesting; Gladys: plowing
Correct option (0-indexed): 2
Each of six tasks—harvesting, milling, plowing, spinning, threshing, and weaving—will be demonstrated exactly once at a farm exhibition. No two tasks will be demonstrated concurrently. Three volunteers—Frank, Gladys, and Leslie—will each demonstrate exactly two of the tasks. The tasks must be demonstrated in accordance with the following conditions: Frank demonstrates exactly one task before Gladys demonstrates any of the tasks. Frank performs neither the first nor the last demonstration. Gladys demonstrates neither harvesting nor milling. Leslie demonstrates neither harvesting nor threshing. Milling is the next task demonstrated after threshing is demonstrated.

Question: Which one of the following must be true?
Options:
Frank demonstrates harvesting.
Frank demonstrates milling.
Frank demonstrates threshing.
Gladys demonstrates plowing.
Gladys demonstrates weaving.
Correct option (0-indexed): 0
Each of six tasks—harvesting, milling, plowing, spinning, threshing, and weaving—will be demonstrated exactly once at a farm exhibition. No two tasks will be demonstrated concurrently. Three volunteers—Frank, Gladys, and Leslie—will each demonstrate exactly two of the tasks. The tasks must be demonstrated in accordance with the following conditions: Frank demonstrates exactly one task before Gladys demonstrates any of the tasks. Frank performs neither the first nor the last demonstration. Gladys demonstrates neither harvesting nor milling. Leslie demonstrates neither harvesting nor threshing. Milling is the next task demonstrated after threshing is demonstrated.

Question: If Leslie performs the fourth demonstration, then harvesting could be the demonstration performed
Options:
first
second
third
fourth
sixth
Correct option (0-indexed): 1
Each of six tasks—harvesting, milling, plowing, spinning, threshing, and weaving—will be demonstrated exactly once at a farm exhibition. No two tasks will be demonstrated concurrently. Three volunteers—Frank, Gladys, and Leslie—will each demonstrate exactly two of the tasks. The tasks must be demonstrated in accordance with the following conditions: Frank demonstrates exactly one task before Gladys demonstrates any of the tasks. Frank performs neither the first nor the last demonstration. Gladys demonstrates neither harvesting nor milling. Leslie demonstrates neither harvesting nor threshing. Milling is the next task demonstrated after threshing is demonstrated.

Question: If Gladys demonstrates plowing immediately before Frank demonstrates threshing, which one of the following must be true?
Options:
Frank demonstrates harvesting for the second demonstration.
Gladys demonstrates spinning for the fifth demonstration.
Leslie demonstrates weaving for the first demonstration.
Gladys performs the fourth demonstration.
Leslie performs the sixth demonstration.
Correct option (0-indexed): 0
Each of six tasks—harvesting, milling, plowing, spinning, threshing, and weaving—will be demonstrated exactly once at a farm exhibition. No two tasks will be demonstrated concurrently. Three volunteers—Frank, Gladys, and Leslie—will each demonstrate exactly two of the tasks. The tasks must be demonstrated in accordance with the following conditions: Frank demonstrates exactly one task before Gladys demonstrates any of the tasks. Frank performs neither the first nor the last demonstration. Gladys demonstrates neither harvesting nor milling. Leslie demonstrates neither harvesting nor threshing. Milling is the next task demonstrated after threshing is demonstrated.

Question: Which one of the following must be true?
Options:
Frank performs the second demonstration.
Gladys performs the fourth demonstration.
Gladys performs the sixth demonstration.
Leslie performs the first demonstration.
Leslie performs the second demonstration.
Correct option (0-indexed): 3
Each of six tasks—harvesting, milling, plowing, spinning, threshing, and weaving—will be demonstrated exactly once at a farm exhibition. No two tasks will be demonstrated concurrently. Three volunteers—Frank, Gladys, and Leslie—will each demonstrate exactly two of the tasks. The tasks must be demonstrated in accordance with the following conditions: Frank demonstrates exactly one task before Gladys demonstrates any of the tasks. Frank performs neither the first nor the last demonstration. Gladys demonstrates neither harvesting nor milling. Leslie demonstrates neither harvesting nor threshing. Milling is the next task demonstrated after threshing is demonstrated.

Question: Which one of the following could be true?
Options:
Harvesting is demonstrated first.
Milling is demonstrated second.
Threshing is demonstrated first.
Threshing is demonstrated last.
Weaving is demonstrated first.
Correct option (0-indexed): 4