benlipkin/arlsat huggingface dataset:
To prepare for fieldwork, exactly four different researchers—a geologist, a historian, a linguist, and a paleontologist—will learn at least one and at most three of four languages—Rundi, Swahili, Tigrinya, and Yoruba. They must learn the languages according to the following specifications: Exactly one researcher learns Rundi. Exactly two researchers learn Swahili. Exactly two researchers learn Tigrinya. Exactly three researchers learn Yoruba. Any language learned by the linguist or paleontologist is not learned by the geologist. Any language learned by the geologist is learned by the historian.

Question: Each of the following could be true of the researcher who learns Rundi EXCEPT:
Options:
The researcher also learns Tigrinya but not Swahili.
The researcher learns neither Tigrinya nor Swahili.
The researcher also learns Tigrinya but not Yoruba.
The researcher also learns both Tigrinya and Yoruba.
The researcher also learns Yoruba but not Tigrinya.
Correct option (0-indexed): 2
To prepare for fieldwork, exactly four different researchers—a geologist, a historian, a linguist, and a paleontologist—will learn at least one and at most three of four languages—Rundi, Swahili, Tigrinya, and Yoruba. They must learn the languages according to the following specifications: Exactly one researcher learns Rundi. Exactly two researchers learn Swahili. Exactly two researchers learn Tigrinya. Exactly three researchers learn Yoruba. Any language learned by the linguist or paleontologist is not learned by the geologist. Any language learned by the geologist is learned by the historian.

Question: Each of the following could be a complete and accurate list of the researchers who learn both Swahili and Yoruba EXCEPT:
Options:
the historian
the paleontologist
the historian, the linguist
the historian, the paleontologist
the linguist, the paleontologist
Correct option (0-indexed): 1
To prepare for fieldwork, exactly four different researchers—a geologist, a historian, a linguist, and a paleontologist—will learn at least one and at most three of four languages—Rundi, Swahili, Tigrinya, and Yoruba. They must learn the languages according to the following specifications: Exactly one researcher learns Rundi. Exactly two researchers learn Swahili. Exactly two researchers learn Tigrinya. Exactly three researchers learn Yoruba. Any language learned by the linguist or paleontologist is not learned by the geologist. Any language learned by the geologist is learned by the historian.

Question: If the geologist learns exactly two of the languages, then which one of the following could be true?
Options:
The paleontologist learns Rundi.
The paleontologist learns Swahili.
The historian learns Rundi.
The paleontologist learns exactly three of the languages.
The historian learns exactly two of the languages.
Correct option (0-indexed): 0
To prepare for fieldwork, exactly four different researchers—a geologist, a historian, a linguist, and a paleontologist—will learn at least one and at most three of four languages—Rundi, Swahili, Tigrinya, and Yoruba. They must learn the languages according to the following specifications: Exactly one researcher learns Rundi. Exactly two researchers learn Swahili. Exactly two researchers learn Tigrinya. Exactly three researchers learn Yoruba. Any language learned by the linguist or paleontologist is not learned by the geologist. Any language learned by the geologist is learned by the historian.

Question: Which one of the following must be true?
Options:
Fewer of the languages are learned by the historian than are learned by the paleontologist.
Fewer of the languages are learned by the geologist than are learned by the historian.
Fewer of the languages are learned by the geologist than are learned by the linguist.
Fewer of the languages are learned by the paleontologist than are learned by the linguist.
Fewer of the languages are learned by the paleontologist than are learned by the historian.
Correct option (0-indexed): 1
To prepare for fieldwork, exactly four different researchers—a geologist, a historian, a linguist, and a paleontologist—will learn at least one and at most three of four languages—Rundi, Swahili, Tigrinya, and Yoruba. They must learn the languages according to the following specifications: Exactly one researcher learns Rundi. Exactly two researchers learn Swahili. Exactly two researchers learn Tigrinya. Exactly three researchers learn Yoruba. Any language learned by the linguist or paleontologist is not learned by the geologist. Any language learned by the geologist is learned by the historian.

Question: If exactly two of the languages are learned by the historian, then which one of the following must be true?
Options:
The paleontologist does not learn Rundi.
The geologist does not learn Swahili.
The linguist does not learn Rundi.
The historian does not learn Rundi.
The paleontologist does not learn Swahili.
Correct option (0-indexed): 3
During three days—Monday through Wednesday—a health officer will inspect exactly six buildings—three hotels: Grace, Jacaranda, and Lido; and three restaurants: Seville, Vesuvio, and Zeno. Each day, exactly two buildings are inspected: one in the morning and one in the afternoon. Inspections must occur according to the following conditions: Hotels are not inspected on Wednesday. Grace is inspected at some time before Jacaranda. Grace is not inspected on the same day as Seville. If Zeno is inspected in the morning, Lido is also inspected in the morning.

Question: Which one of the following could be the order in which the buildings are inspected, listed in order from Monday morning through Wednesday afternoon?
Options:
Grace, Seville, Jacaranda, Lido, Vesuvio, Zeno
Grace, Vesuvio, Zeno, Jacaranda, Lido, Seville
Lido, Jacaranda, Grace, Vesuvio, Zeno, Seville
Lido, Seville, Grace, Jacaranda, Zeno, Vesuvio
Zeno, Grace, Jacaranda, Lido, Seville, Vesuvio
Correct option (0-indexed): 3
During three days—Monday through Wednesday—a health officer will inspect exactly six buildings—three hotels: Grace, Jacaranda, and Lido; and three restaurants: Seville, Vesuvio, and Zeno. Each day, exactly two buildings are inspected: one in the morning and one in the afternoon. Inspections must occur according to the following conditions: Hotels are not inspected on Wednesday. Grace is inspected at some time before Jacaranda. Grace is not inspected on the same day as Seville. If Zeno is inspected in the morning, Lido is also inspected in the morning.

Question: Which one of the following could be the buildings inspected in the mornings, listed in order from Monday through Wednesday?
Options:
Grace, Jacaranda, Zeno
Jacaranda, Vesuvio, Seville
Lido, Jacaranda, Vesuvio
Seville, Jacaranda, Vesuvio
Seville, Lido, Zeno
Correct option (0-indexed): 2
During three days—Monday through Wednesday—a health officer will inspect exactly six buildings—three hotels: Grace, Jacaranda, and Lido; and three restaurants: Seville, Vesuvio, and Zeno. Each day, exactly two buildings are inspected: one in the morning and one in the afternoon. Inspections must occur according to the following conditions: Hotels are not inspected on Wednesday. Grace is inspected at some time before Jacaranda. Grace is not inspected on the same day as Seville. If Zeno is inspected in the morning, Lido is also inspected in the morning.

Question: Which one of the following is a pair of buildings that, if inspected on the same day as each other, must be inspected on Monday?
Options:
Grace and Jacaranda
Grace and Vesuvio
Jacaranda and Lido
Lido and Seville
Lido and Vesuvio
Correct option (0-indexed): 1
During three days—Monday through Wednesday—a health officer will inspect exactly six buildings—three hotels: Grace, Jacaranda, and Lido; and three restaurants: Seville, Vesuvio, and Zeno. Each day, exactly two buildings are inspected: one in the morning and one in the afternoon. Inspections must occur according to the following conditions: Hotels are not inspected on Wednesday. Grace is inspected at some time before Jacaranda. Grace is not inspected on the same day as Seville. If Zeno is inspected in the morning, Lido is also inspected in the morning.

Question: If Grace is inspected on Tuesday, which one of the following could be the buildings inspected in the afternoons, listed in order from Monday through Wednesday?
Options:
Lido, Jacaranda, Vesuvio
Lido, Jacaranda, Zeno
Lido, Vesuvio, Zeno
Seville, Grace, Vesuvio
Seville, Jacaranda, Lido
Correct option (0-indexed): 1
During three days—Monday through Wednesday—a health officer will inspect exactly six buildings—three hotels: Grace, Jacaranda, and Lido; and three restaurants: Seville, Vesuvio, and Zeno. Each day, exactly two buildings are inspected: one in the morning and one in the afternoon. Inspections must occur according to the following conditions: Hotels are not inspected on Wednesday. Grace is inspected at some time before Jacaranda. Grace is not inspected on the same day as Seville. If Zeno is inspected in the morning, Lido is also inspected in the morning.

Question: If Seville is inspected on Monday morning, which one of the following must be true?
Options:
Grace is inspected on Tuesday afternoon.
Jacaranda is inspected on Monday afternoon.
Lido is inspected on Tuesday morning.
Vesuvio is inspected on Wednesday morning.
Zeno is inspected on Wednesday morning.
Correct option (0-indexed): 3
During three days—Monday through Wednesday—a health officer will inspect exactly six buildings—three hotels: Grace, Jacaranda, and Lido; and three restaurants: Seville, Vesuvio, and Zeno. Each day, exactly two buildings are inspected: one in the morning and one in the afternoon. Inspections must occur according to the following conditions: Hotels are not inspected on Wednesday. Grace is inspected at some time before Jacaranda. Grace is not inspected on the same day as Seville. If Zeno is inspected in the morning, Lido is also inspected in the morning.

Question: If Grace is inspected on Monday morning and Zeno is inspected on Wednesday morning, which one of the following must be true?
Options:
Jacaranda is inspected before Lido is inspected.
Jacaranda is inspected after Lido is inspected.
Jacaranda is inspected after Seville is inspected.
Lido is inspected before Seville is inspected.
Lido is inspected before Vesuvio is inspected.
Correct option (0-indexed): 3
Morrisville's town council has exactly three members: Fu, Gianola, and Herstein. During one week, the council members vote on exactly three bills: a recreation bill, a school bill, and a tax bill. Each council member votes either for or against each bill. The following is known: Each member of the council votes for at least one of the bills and against at least one of the bills. Exactly two members of the council vote for the recreation bill. Exactly one member of the council votes for the school bill. Exactly one member of the council votes for the tax bill. Fu votes for the recreation bill and against the school bill. Gianola votes against the recreation bill. Herstein votes against the tax bill.

Question: Which one of the following statements could be true?
Options:
Fu and Gianola vote the same way on the tax bill.
Gianola and Herstein vote the same way on the recreation bill.
Gianola and Herstein vote the same way on the school bill.
Fu votes for one of the bills and Gianola votes for two of the bills.
Fu votes for two of the bills and Gianola votes for two of the bills.
Correct option (0-indexed): 3
Morrisville's town council has exactly three members: Fu, Gianola, and Herstein. During one week, the council members vote on exactly three bills: a recreation bill, a school bill, and a tax bill. Each council member votes either for or against each bill. The following is known: Each member of the council votes for at least one of the bills and against at least one of the bills. Exactly two members of the council vote for the recreation bill. Exactly one member of the council votes for the school bill. Exactly one member of the council votes for the tax bill. Fu votes for the recreation bill and against the school bill. Gianola votes against the recreation bill. Herstein votes against the tax bill.

Question: If the set of members of the council who vote against the school bill is the same set of members who vote against the tax bill, then which one of the following statements must be true?
Options:
Fu votes for the tax bill.
Gianola votes for the recreation bill.
Gianola votes against the school bill.
Herstein votes against the recreation bill.
Herstein votes against the school bill.
Correct option (0-indexed): 4
Morrisville's town council has exactly three members: Fu, Gianola, and Herstein. During one week, the council members vote on exactly three bills: a recreation bill, a school bill, and a tax bill. Each council member votes either for or against each bill. The following is known: Each member of the council votes for at least one of the bills and against at least one of the bills. Exactly two members of the council vote for the recreation bill. Exactly one member of the council votes for the school bill. Exactly one member of the council votes for the tax bill. Fu votes for the recreation bill and against the school bill. Gianola votes against the recreation bill. Herstein votes against the tax bill.

Question: If Gianola votes for the tax bill, then which one of the following statements could be true?
Options:
Fu and Gianola each vote for exactly one bill.
Gianola and Herstein each vote for exactly one bill.
Fu votes for exactly two bills.
Gianola votes for the recreation bill.
Herstein votes against the recreation bill.
Correct option (0-indexed): 0
Morrisville's town council has exactly three members: Fu, Gianola, and Herstein. During one week, the council members vote on exactly three bills: a recreation bill, a school bill, and a tax bill. Each council member votes either for or against each bill. The following is known: Each member of the council votes for at least one of the bills and against at least one of the bills. Exactly two members of the council vote for the recreation bill. Exactly one member of the council votes for the school bill. Exactly one member of the council votes for the tax bill. Fu votes for the recreation bill and against the school bill. Gianola votes against the recreation bill. Herstein votes against the tax bill.

Question: If Gianola votes for exactly two of the three bills, which one of the following statements must be true?
Options:
Fu votes for the tax bill.
Gianola votes for the recreation bill.
Gianola votes for the school bill.
Gianola votes against the tax bill.
Herstein votes for the school bill.
Correct option (0-indexed): 2
Morrisville's town council has exactly three members: Fu, Gianola, and Herstein. During one week, the council members vote on exactly three bills: a recreation bill, a school bill, and a tax bill. Each council member votes either for or against each bill. The following is known: Each member of the council votes for at least one of the bills and against at least one of the bills. Exactly two members of the council vote for the recreation bill. Exactly one member of the council votes for the school bill. Exactly one member of the council votes for the tax bill. Fu votes for the recreation bill and against the school bill. Gianola votes against the recreation bill. Herstein votes against the tax bill.

Question: If one of the members of the council votes against exactly the same bills as does another member of the council, then which one of the following statements must be true?
Options:
Fu votes for the tax bill.
Gianola votes for the recreation bill.
Gianola votes against the school bill.
Gianola votes for exactly one bill
Herstein votes for exactly one bill.
Correct option (0-indexed): 4
On a Tuesday, an accountant has exactly seven bills—numbered 1 through 7—to pay by Thursday of the same week. The accountant will pay each bill only once according to the following rules: Either three or four of the seven bills must be paid on Wednesday, the rest on Thursday. Bill 1 cannot be paid on the same day as bill 5. Bill 2 must be paid on Thursday. Bill 4 must be paid on the same day as bill 7. If bill 6 is paid on Wednesday, bill 7 must be paid on Thursday.

Question: If exactly four bills are paid on Wednesday, then those four bills could be
Options:
1, 3, 4, and 6
1, 3, 5, and 6
2, 4, 5, and 7
3, 4, 5, and 7
3, 4, 6, and 7
Correct option (0-indexed): 3
On a Tuesday, an accountant has exactly seven bills—numbered 1 through 7—to pay by Thursday of the same week. The accountant will pay each bill only once according to the following rules: Either three or four of the seven bills must be paid on Wednesday, the rest on Thursday. Bill 1 cannot be paid on the same day as bill 5. Bill 2 must be paid on Thursday. Bill 4 must be paid on the same day as bill 7. If bill 6 is paid on Wednesday, bill 7 must be paid on Thursday.

Question: Which one of the following is a complete and accurate list of the bills any one of which could be among the bills paid on Wednesday?
Options:
3, 5, and 6
1, 3, 4, 6, and 7
1, 3, 4, 5, 6, and 7
2, 3, 4, 5, 6, and 7
1, 2, 3, 4, 5, 6, and 7
Correct option (0-indexed): 2
On a Tuesday, an accountant has exactly seven bills—numbered 1 through 7—to pay by Thursday of the same week. The accountant will pay each bill only once according to the following rules: Either three or four of the seven bills must be paid on Wednesday, the rest on Thursday. Bill 1 cannot be paid on the same day as bill 5. Bill 2 must be paid on Thursday. Bill 4 must be paid on the same day as bill 7. If bill 6 is paid on Wednesday, bill 7 must be paid on Thursday.

Question: If bill 2 and bill 6 are paid on different days from each other, which one of the following must be true?
Options:
Exactly three bills are paid on Wednesday.
Exactly three bills are paid on Thursday.
Bill 1 is paid on the same day as bill 4.
Bill 2 is paid on the same day as bill 3.
Bill 5 is paid on the same day as bill 7.
Correct option (0-indexed): 0
On a Tuesday, an accountant has exactly seven bills—numbered 1 through 7—to pay by Thursday of the same week. The accountant will pay each bill only once according to the following rules: Either three or four of the seven bills must be paid on Wednesday, the rest on Thursday. Bill 1 cannot be paid on the same day as bill 5. Bill 2 must be paid on Thursday. Bill 4 must be paid on the same day as bill 7. If bill 6 is paid on Wednesday, bill 7 must be paid on Thursday.

Question: If bill 6 is paid on Wednesday, which one of the following bills must also be paid on Wednesday?
Options:
1
3
4
5
7
Correct option (0-indexed): 1
On a Tuesday, an accountant has exactly seven bills—numbered 1 through 7—to pay by Thursday of the same week. The accountant will pay each bill only once according to the following rules: Either three or four of the seven bills must be paid on Wednesday, the rest on Thursday. Bill 1 cannot be paid on the same day as bill 5. Bill 2 must be paid on Thursday. Bill 4 must be paid on the same day as bill 7. If bill 6 is paid on Wednesday, bill 7 must be paid on Thursday.

Question: If bill 4 is paid on Thursday, which one of the following is a pair of bills that could also be paid on Thursday?
Options:
1 and 5
1 and 7
3 and 5
3 and 6
6 and 7
Correct option (0-indexed): 1
On a Tuesday, an accountant has exactly seven bills—numbered 1 through 7—to pay by Thursday of the same week. The accountant will pay each bill only once according to the following rules: Either three or four of the seven bills must be paid on Wednesday, the rest on Thursday. Bill 1 cannot be paid on the same day as bill 5. Bill 2 must be paid on Thursday. Bill 4 must be paid on the same day as bill 7. If bill 6 is paid on Wednesday, bill 7 must be paid on Thursday.

Question: Which one of the following statements must be true?
Options:
If bill 2 is paid on Thursday, bill 3 is paid on Wednesday.
If bill 4 is paid on Thursday, bill 1 is paid on Wednesday.
If bill 4 is paid on Thursday, bill 3 is paid on Wednesday.
If bill 6 is paid on Thursday, bill 3 is also paid on Thursday.
If bill 6 is paid on Thursday, bill 4 is also paid on Thursday.
Correct option (0-indexed): 2
Two mannequins—1 and 2—will be dressed for display in outfits chosen from ten articles of clothing. Each article is in exactly one of three colors: navy, red, or yellow. There are three hats—one in each color; three jackets—one in each color; three skirts—one in each color; and one red tie. Each mannequin wears exactly one of the hats, one of the jackets, and one of the skirts. Furthermore, their outfits must meet the following restrictions: Neither mannequin wears all three colors. Each mannequin wears a hat in a different color from the jacket it wears. Mannequin 2 wears the navy skirt. Mannequin 1 wears the tie.

Question: Which one of the following could be complete outfits for the two mannequins?
Options:
mannequin 1: navy hat, red jacket, yellow skirt, red tie mannequin 2: red hat, navy jacket, navy skirt
mannequin 1: red hat, red jacket, yellow skirt, red tie mannequin 2: yellow hat, navy jacket, navy skirt
mannequin 1: red hat, yellow jacket, red skirt, red tie mannequin 2: yellow hat, navy jacket, yellow skirt
mannequin 1: yellow hat, red jacket, yellow skirt, red tie mannequin 2: red hat, navy jacket, navy skirt
mannequin 1: yellow hat, yellow jacket, red skirt mannequin 2: red hat, navy jacket, navy skirt
Correct option (0-indexed): 3
Two mannequins—1 and 2—will be dressed for display in outfits chosen from ten articles of clothing. Each article is in exactly one of three colors: navy, red, or yellow. There are three hats—one in each color; three jackets—one in each color; three skirts—one in each color; and one red tie. Each mannequin wears exactly one of the hats, one of the jackets, and one of the skirts. Furthermore, their outfits must meet the following restrictions: Neither mannequin wears all three colors. Each mannequin wears a hat in a different color from the jacket it wears. Mannequin 2 wears the navy skirt. Mannequin 1 wears the tie.

Question: Which one of the following could be true of the mannequins' outfits?
Options:
Mannequin 1 wears the navy jacket and the yellow skirt.
Mannequin 2 wears the red hat and the red jacket.
Mannequin 1 wears exactly one red article of clothing.
Mannequin 1 wears exactly three yellow articles of clothing.
Mannequin 2 wears no red articles of clothing.
Correct option (0-indexed): 4
Two mannequins—1 and 2—will be dressed for display in outfits chosen from ten articles of clothing. Each article is in exactly one of three colors: navy, red, or yellow. There are three hats—one in each color; three jackets—one in each color; three skirts—one in each color; and one red tie. Each mannequin wears exactly one of the hats, one of the jackets, and one of the skirts. Furthermore, their outfits must meet the following restrictions: Neither mannequin wears all three colors. Each mannequin wears a hat in a different color from the jacket it wears. Mannequin 2 wears the navy skirt. Mannequin 1 wears the tie.

Question: If mannequin 1 wears the navy jacket, which one of the following could be true?
Options:
Mannequin 1 wears the yellow hat.
Mannequin 1 wears the yellow skirt.
Mannequin 2 wears the red hat.
Mannequin 2 wears the yellow hat.
Mannequin 2 wears the yellow jacket.
Correct option (0-indexed): 4
Two mannequins—1 and 2—will be dressed for display in outfits chosen from ten articles of clothing. Each article is in exactly one of three colors: navy, red, or yellow. There are three hats—one in each color; three jackets—one in each color; three skirts—one in each color; and one red tie. Each mannequin wears exactly one of the hats, one of the jackets, and one of the skirts. Furthermore, their outfits must meet the following restrictions: Neither mannequin wears all three colors. Each mannequin wears a hat in a different color from the jacket it wears. Mannequin 2 wears the navy skirt. Mannequin 1 wears the tie.

Question: If all four of the red articles of clothing are included in the two mannequins' outfits, which one of the following must be true?
Options:
Mannequin 1 wears the red hat.
Mannequin 1 wears the yellow jacket.
Mannequin 2 wears the navy jacket.
Mannequin 1 wears no navy articles of clothing.
Mannequin 2 wears no yellow articles of clothing.
Correct option (0-indexed): 4
Two mannequins—1 and 2—will be dressed for display in outfits chosen from ten articles of clothing. Each article is in exactly one of three colors: navy, red, or yellow. There are three hats—one in each color; three jackets—one in each color; three skirts—one in each color; and one red tie. Each mannequin wears exactly one of the hats, one of the jackets, and one of the skirts. Furthermore, their outfits must meet the following restrictions: Neither mannequin wears all three colors. Each mannequin wears a hat in a different color from the jacket it wears. Mannequin 2 wears the navy skirt. Mannequin 1 wears the tie.

Question: If mannequin 2 wears the red jacket, then mannequin 1 must wear the
Options:
navy hat
red hat
yellow hat
red skirt
yellow skirt
Correct option (0-indexed): 1
Two mannequins—1 and 2—will be dressed for display in outfits chosen from ten articles of clothing. Each article is in exactly one of three colors: navy, red, or yellow. There are three hats—one in each color; three jackets—one in each color; three skirts—one in each color; and one red tie. Each mannequin wears exactly one of the hats, one of the jackets, and one of the skirts. Furthermore, their outfits must meet the following restrictions: Neither mannequin wears all three colors. Each mannequin wears a hat in a different color from the jacket it wears. Mannequin 2 wears the navy skirt. Mannequin 1 wears the tie.

Question: If all three of the yellow articles of clothing are included in the two mannequins' outfits, which one of the following could be true?
Options:
Mannequin 1 wears the navy jacket.
Mannequin 1 wears the yellow jacket.
Mannequin 1 wears the red skirt.
Mannequin 2 wears the red hat.
Mannequin 2 wears the red jacket.
Correct option (0-indexed): 1
Two mannequins—1 and 2—will be dressed for display in outfits chosen from ten articles of clothing. Each article is in exactly one of three colors: navy, red, or yellow. There are three hats—one in each color; three jackets—one in each color; three skirts—one in each color; and one red tie. Each mannequin wears exactly one of the hats, one of the jackets, and one of the skirts. Furthermore, their outfits must meet the following restrictions: Neither mannequin wears all three colors. Each mannequin wears a hat in a different color from the jacket it wears. Mannequin 2 wears the navy skirt. Mannequin 1 wears the tie.

Question: If mannequin 1 wears the skirt that is the same color as the jacket that mannequin 2 wears, which one of the following must be true?
Options:
Mannequin 1 wears the yellow hat.
Mannequin 1 wears the yellow jacket.
Mannequin 2 wears the navy hat.
Mannequin 2 wears the red hat.
Mannequin 2 wears the red jacket.
Correct option (0-indexed): 2
A college dean will present seven awards for outstanding language research. The awards—one for French, one for German, one for Hebrew, one for Japanese, one for Korean, one for Latin, and one for Swahili—must be presented consecutively, one at a time, in conformity with the following constraints: The German award is not presented first. The Hebrew award is presented at some time before the Korean award is presented. The Latin award is presented at some time before the Japanese award is presented. The French award is presented either immediately before or immediately after the Hebrew award is presented. The Korean award is presented either immediately before or immediately after the Latin award is presented.

Question: Which one of the following must be true?
Options:
The French award is presented at some time before the Japanese award is presented.
The French award is presented at some time before the Swahili award is presented.
The German award is presented at some time before the Korean award is presented.
The German award is presented at some time before the Swahili award is presented.
The Swahili award is presented at some time before the Hebrew award is presented.
Correct option (0-indexed): 0
A college dean will present seven awards for outstanding language research. The awards—one for French, one for German, one for Hebrew, one for Japanese, one for Korean, one for Latin, and one for Swahili—must be presented consecutively, one at a time, in conformity with the following constraints: The German award is not presented first. The Hebrew award is presented at some time before the Korean award is presented. The Latin award is presented at some time before the Japanese award is presented. The French award is presented either immediately before or immediately after the Hebrew award is presented. The Korean award is presented either immediately before or immediately after the Latin award is presented.

Question: If the Hebrew award is presented fourth, which one of the following must be true?
Options:
The French award is presented fifth.
The German award is presented third.
The Japanese award is presented sixth.
The Korean award is presented fifth.
The Swahili award is presented first.
Correct option (0-indexed): 4
A college dean will present seven awards for outstanding language research. The awards—one for French, one for German, one for Hebrew, one for Japanese, one for Korean, one for Latin, and one for Swahili—must be presented consecutively, one at a time, in conformity with the following constraints: The German award is not presented first. The Hebrew award is presented at some time before the Korean award is presented. The Latin award is presented at some time before the Japanese award is presented. The French award is presented either immediately before or immediately after the Hebrew award is presented. The Korean award is presented either immediately before or immediately after the Latin award is presented.

Question: If the German award is presented third, which one of the following could be true?
Options:
The French award is presented fourth.
The Japanese award is presented fifth.
The Japanese award is presented sixth.
The Korean award is presented second.
The Swahili award is presented fifth.
Correct option (0-indexed): 2
A college dean will present seven awards for outstanding language research. The awards—one for French, one for German, one for Hebrew, one for Japanese, one for Korean, one for Latin, and one for Swahili—must be presented consecutively, one at a time, in conformity with the following constraints: The German award is not presented first. The Hebrew award is presented at some time before the Korean award is presented. The Latin award is presented at some time before the Japanese award is presented. The French award is presented either immediately before or immediately after the Hebrew award is presented. The Korean award is presented either immediately before or immediately after the Latin award is presented.

Question: The earliest that the Japanese award could be presented is
Options:
third
fourth
fifth
sixth
seventh
Correct option (0-indexed): 2
A college dean will present seven awards for outstanding language research. The awards—one for French, one for German, one for Hebrew, one for Japanese, one for Korean, one for Latin, and one for Swahili—must be presented consecutively, one at a time, in conformity with the following constraints: The German award is not presented first. The Hebrew award is presented at some time before the Korean award is presented. The Latin award is presented at some time before the Japanese award is presented. The French award is presented either immediately before or immediately after the Hebrew award is presented. The Korean award is presented either immediately before or immediately after the Latin award is presented.

Question: If the Japanese award is presented at some time before the Swahili award is presented, any of the following could be true EXCEPT:
Options:
The German award is presented immediately before the French award is presented.
The German award is presented immediately before the Japanese award is presented.
The Hebrew award is presented immediately before the Latin award is presented.
The Korean award is presented immediately before the Japanese award is presented.
The Swahili award is presented immediately before the German award is presented.
Correct option (0-indexed): 0
A college dean will present seven awards for outstanding language research. The awards—one for French, one for German, one for Hebrew, one for Japanese, one for Korean, one for Latin, and one for Swahili—must be presented consecutively, one at a time, in conformity with the following constraints: The German award is not presented first. The Hebrew award is presented at some time before the Korean award is presented. The Latin award is presented at some time before the Japanese award is presented. The French award is presented either immediately before or immediately after the Hebrew award is presented. The Korean award is presented either immediately before or immediately after the Latin award is presented.

Question: The order in which the awards are presented is completely determined if which one of the following is true?
Options:
The French award is presented immediately before the German award is presented, and the Korean award is presented immediately before the Latin award is presented.
The French award is presented immediately before the Hebrew award is presented, and the Hebrew award is presented immediately before the Korean award is presented.
The French award is presented immediately before the Latin award is presented, and the Korean award is presented immediately before the Japanese award is presented.
The German award is presented immediately before the French award is presented, and the Latin award is presented immediately before the Japanese award is presented.
The German award is presented immediately before the Korean award is presented, and the Hebrew award is presented immediately before the French award is presented.
Correct option (0-indexed): 3
Exactly six piano classes are given sequentially on Monday: two with more than one student and four with exactly one student. Exactly four females—Gimena, Holly, Iyanna, and Kate—and five males—Leung, Nate, Oscar, Pedro, and Saul—attend these classes. Each student attends exactly one class. The following must obtain: Iyanna and Leung together constitute one class. Pedro and exactly two others together constitute one class. Kate is the first female, but not the first student, to attend a class. Gimena's class is at some time after Iyanna's but at sometime before Pedro's. Oscar's class is at some time after Gimena's.

Question: Which one of the following students could attend the first class?
Options:
Holly
Leung
Oscar
Pedro
Saul
Correct option (0-indexed): 4
Exactly six piano classes are given sequentially on Monday: two with more than one student and four with exactly one student. Exactly four females—Gimena, Holly, Iyanna, and Kate—and five males—Leung, Nate, Oscar, Pedro, and Saul—attend these classes. Each student attends exactly one class. The following must obtain: Iyanna and Leung together constitute one class. Pedro and exactly two others together constitute one class. Kate is the first female, but not the first student, to attend a class. Gimena's class is at some time after Iyanna's but at sometime before Pedro's. Oscar's class is at some time after Gimena's.

Question: Which one of the following is a complete and accurate list of classes any one of which could be the class Gimena attends?
Options:
the fourth, the fifth
the fourth, the sixth
the second, the fourth, the fifth
the third, the fifth, the sixth
the second, the third, the fourth
Correct option (0-indexed): 0
Exactly six piano classes are given sequentially on Monday: two with more than one student and four with exactly one student. Exactly four females—Gimena, Holly, Iyanna, and Kate—and five males—Leung, Nate, Oscar, Pedro, and Saul—attend these classes. Each student attends exactly one class. The following must obtain: Iyanna and Leung together constitute one class. Pedro and exactly two others together constitute one class. Kate is the first female, but not the first student, to attend a class. Gimena's class is at some time after Iyanna's but at sometime before Pedro's. Oscar's class is at some time after Gimena's.

Question: Which one of the following pairs of students could be in the class with Pedro?
Options:
Gimena and Holly
Holly and Saul
Kate and Nate
Leung and Oscar
Nate and Saul
Correct option (0-indexed): 1
Exactly six piano classes are given sequentially on Monday: two with more than one student and four with exactly one student. Exactly four females—Gimena, Holly, Iyanna, and Kate—and five males—Leung, Nate, Oscar, Pedro, and Saul—attend these classes. Each student attends exactly one class. The following must obtain: Iyanna and Leung together constitute one class. Pedro and exactly two others together constitute one class. Kate is the first female, but not the first student, to attend a class. Gimena's class is at some time after Iyanna's but at sometime before Pedro's. Oscar's class is at some time after Gimena's.

Question: If Oscar and Pedro do not attend the same class as each other, then which one of the following could be true?
Options:
Gimena attends the fifth class.
Holly attends the third class.
Iyanna attends the fourth class.
Nate attends the fifth class.
Saul attends the second class.
Correct option (0-indexed): 3
Exactly six piano classes are given sequentially on Monday: two with more than one student and four with exactly one student. Exactly four females—Gimena, Holly, Iyanna, and Kate—and five males—Leung, Nate, Oscar, Pedro, and Saul—attend these classes. Each student attends exactly one class. The following must obtain: Iyanna and Leung together constitute one class. Pedro and exactly two others together constitute one class. Kate is the first female, but not the first student, to attend a class. Gimena's class is at some time after Iyanna's but at sometime before Pedro's. Oscar's class is at some time after Gimena's.

Question: Suppose the condition that Oscar attends a class after Gimena is replaced with the condition that Oscar attends a class before Gimena and after Kate. If all the other conditions remain the same, then which class must Holly attend?
Options:
the second
the third
the fourth
the fifth
the sixth
Correct option (0-indexed): 4
This morning, a bakery makes exactly one delivery, consisting of exactly six loaves of bread. Each of the loaves is exactly one of three kinds: oatmeal, rye, or wheat, and each is either sliced or unsliced. The loaves that the bakery delivers this morning must be consistent with the following: There are at least two kinds of loaves. There are no more than three rye loaves. There is no unsliced wheat loaf. There is at least one unsliced oatmeal loaf. If two or more of the loaves are unsliced, then at least one of the unsliced loaves is rye.

Question: Which one of the following could be a complete and accurate list of the loaves that the bakery delivers?
Options:
six unsliced oatmeal loaves
five unsliced oatmeal loaves, one sliced rye loaf
five unsliced oatmeal loaves, one unsliced wheat loaf
four unsliced oatmeal loaves, two unsliced rye loaves
four unsliced oatmeal loaves, two sliced wheat loaves
Correct option (0-indexed): 3
This morning, a bakery makes exactly one delivery, consisting of exactly six loaves of bread. Each of the loaves is exactly one of three kinds: oatmeal, rye, or wheat, and each is either sliced or unsliced. The loaves that the bakery delivers this morning must be consistent with the following: There are at least two kinds of loaves. There are no more than three rye loaves. There is no unsliced wheat loaf. There is at least one unsliced oatmeal loaf. If two or more of the loaves are unsliced, then at least one of the unsliced loaves is rye.

Question: Each of the following could be a complete and accurate list of the unsliced loaves that the bakery delivers EXCEPT:
Options:
three oatmeal loaves
three oatmeal loaves, one rye loaf
two oatmeal loaves, two rye loaves
two oatmeal loaves, three rye loaves
one oatmeal loaf, one rye loaf
Correct option (0-indexed): 0
This morning, a bakery makes exactly one delivery, consisting of exactly six loaves of bread. Each of the loaves is exactly one of three kinds: oatmeal, rye, or wheat, and each is either sliced or unsliced. The loaves that the bakery delivers this morning must be consistent with the following: There are at least two kinds of loaves. There are no more than three rye loaves. There is no unsliced wheat loaf. There is at least one unsliced oatmeal loaf. If two or more of the loaves are unsliced, then at least one of the unsliced loaves is rye.

Question: Which one of the following statements CANNOT be true?
Options:
The only unsliced loaves are oatmeal loaves.
The only sliced loaves are rye loaves.
The only unsliced loaves are rye loaves.
The number of sliced loaves is exactly one greater than the number of sliced oatmeal loaves.
The number of unsliced loaves is exactly one greater than the number of unsliced oatmeal loaves.
Correct option (0-indexed): 2
This morning, a bakery makes exactly one delivery, consisting of exactly six loaves of bread. Each of the loaves is exactly one of three kinds: oatmeal, rye, or wheat, and each is either sliced or unsliced. The loaves that the bakery delivers this morning must be consistent with the following: There are at least two kinds of loaves. There are no more than three rye loaves. There is no unsliced wheat loaf. There is at least one unsliced oatmeal loaf. If two or more of the loaves are unsliced, then at least one of the unsliced loaves is rye.

Question: Which one of the following statements must be true?
Options:
At least one of the loaves is rye.
At least one of the loaves is wheat.
At least one of the loaves is sliced.
No more than four oatmeal loaves are sliced.
No more than four wheat loaves are sliced.
Correct option (0-indexed): 3
This morning, a bakery makes exactly one delivery, consisting of exactly six loaves of bread. Each of the loaves is exactly one of three kinds: oatmeal, rye, or wheat, and each is either sliced or unsliced. The loaves that the bakery delivers this morning must be consistent with the following: There are at least two kinds of loaves. There are no more than three rye loaves. There is no unsliced wheat loaf. There is at least one unsliced oatmeal loaf. If two or more of the loaves are unsliced, then at least one of the unsliced loaves is rye.

Question: If the bakery delivers exactly four wheat loaves, then the bakery could also deliver
Options:
one sliced rye loaf and one unsliced rye loaf
one sliced oatmeal loaf and one unsliced oatmeal loaf
two unsliced rye loaves
two unsliced oatmeal loaves
two sliced oatmeal loaves
Correct option (0-indexed): 1
The six messages on an answering machine were each left by one of Fleure, Greta, Hildy, Liam, Pasquale, or Theodore, consistent with the following: At most one person left more than one message. No person left more than three messages. If the first message is Hildy's, the last is Pasquale's. If Greta left any message, Fleure and Pasquale did also. If Fleure left any message, Pasquale and Theodore did also, all of Pasquale's preceding any of Theodore's. If Pasquale left any message, Hildy and Liam did also, all of Hildy's preceding any of Liam's.

Question: Which one of the following could be a complete and accurate list of the messages left on the answering machine, from first to last?
Options:
Fleure's, Pasquale's, Theodore's, Hildy's, Pasquale's, Liam's
Greta's, Pasquale's, Theodore's, Theodore's, Hildy's, Liam's
Hildy's, Hildy's, Hildy's, Liam's, Pasquale's, Theodore's
Pasquale's, Hildy's, Fleure's, Liam's, Theodore's, Theodore's
Pasquale's, Hildy's, Theodore's, Hildy's, Liam's, Liam's
Correct option (0-indexed): 3
The six messages on an answering machine were each left by one of Fleure, Greta, Hildy, Liam, Pasquale, or Theodore, consistent with the following: At most one person left more than one message. No person left more than three messages. If the first message is Hildy's, the last is Pasquale's. If Greta left any message, Fleure and Pasquale did also. If Fleure left any message, Pasquale and Theodore did also, all of Pasquale's preceding any of Theodore's. If Pasquale left any message, Hildy and Liam did also, all of Hildy's preceding any of Liam's.

Question: The first and last messages on the answering machine could be the first and second messages left by which one of the following?
Options:
Fleure
Hildy
Liam
Pasquale
Theodore
Correct option (0-indexed): 0
The six messages on an answering machine were each left by one of Fleure, Greta, Hildy, Liam, Pasquale, or Theodore, consistent with the following: At most one person left more than one message. No person left more than three messages. If the first message is Hildy's, the last is Pasquale's. If Greta left any message, Fleure and Pasquale did also. If Fleure left any message, Pasquale and Theodore did also, all of Pasquale's preceding any of Theodore's. If Pasquale left any message, Hildy and Liam did also, all of Hildy's preceding any of Liam's.

Question: If Greta left the fifth message, then which one of the following messages CANNOT have been left by Theodore?
Options:
the first message
the second message
the third message
the fourth message
the sixth message
Correct option (0-indexed): 0
The six messages on an answering machine were each left by one of Fleure, Greta, Hildy, Liam, Pasquale, or Theodore, consistent with the following: At most one person left more than one message. No person left more than three messages. If the first message is Hildy's, the last is Pasquale's. If Greta left any message, Fleure and Pasquale did also. If Fleure left any message, Pasquale and Theodore did also, all of Pasquale's preceding any of Theodore's. If Pasquale left any message, Hildy and Liam did also, all of Hildy's preceding any of Liam's.

Question: Each of the following must be true EXCEPT:
Options:
Liam left at least one message.
Theodore left at least one message.
Hildy left at least one message.
Exactly one person left at least two messages.
At least four people left messages.
Correct option (0-indexed): 3
The six messages on an answering machine were each left by one of Fleure, Greta, Hildy, Liam, Pasquale, or Theodore, consistent with the following: At most one person left more than one message. No person left more than three messages. If the first message is Hildy's, the last is Pasquale's. If Greta left any message, Fleure and Pasquale did also. If Fleure left any message, Pasquale and Theodore did also, all of Pasquale's preceding any of Theodore's. If Pasquale left any message, Hildy and Liam did also, all of Hildy's preceding any of Liam's.

Question: If the only message Pasquale left is the fifth message, then which one of the following could be true?
Options:
Hildy left the first message.
Theodore left exactly two messages.
Liam left exactly two messages.
Liam left the second message.
Fleure left the third and fourth messages.
Correct option (0-indexed): 2
Exactly five cars—Frank's, Marquitta's, Orlando's, Taishah's, and Vinquetta's—are washed, each exactly once. The cars are washed one at a time, with each receiving exactly one kind of wash: regular, super, or premium. The following conditions must apply: The first car washed does not receive a super wash, though at least one car does. Exactly one car receives a premium wash. The second and third cars washed receive the same kind of wash as each other. Neither Orlando's nor Taishah's is washed before Vinquetta's. Marquitta's is washed before Frank's, but after Orlando's. Marquitta's and the car washed immediately before Marquitta's receive regular washes.

Question: Which one of the following could be an accurate list of the cars in the order in which they are washed, matched with type of wash received?
Options:
Orlando's: premium; Vinquetta's: regular; Taishah's: regular; Marquitta's: regular; Frank's: super
Vinquetta's: premium; Orlando's: regular; Taishah's: regular; Marquitta's: regular; Frank's: super
Vinquetta's: regular; Marquitta's: regular; Taishah's: regular; Orlando's: super; Frank's: super
Vinquetta's: super; Orlando's: regular; Marquitta's: regular; Frank's: regular; Taishah's: super
Vinquetta's: premium; Orlando's: regular; Marquitta's: regular; Frank's: regular; Taishah's: regular
Correct option (0-indexed): 1