benlipkin/arlsat huggingface dataset:
A law firm has seven departments—family law, health law, injury law, labor law, probate, securities, and tax law. The firm is to occupy a building with three floors—the bottom floor, the middle floor, and the top floor. Each floor can accommodate up to four departments, and no department is to be on more than one floor. Assignment of departments to floors is subject to the following constraints: Probate must be on the same floor as tax law. Health law must be on the floor immediately above injury law. Labor law must occupy an entire floor by itself.

Question: Which one of the following CANNOT be the assignment for any of the floors?
Options:
family law, health law, probate, and tax law
family law, injury law, probate, and tax law
family law, probate, securities, and tax law
health law, probate, securities, and tax law
injury law, probate, securities, and tax law
Correct option (0-indexed): 2
A law firm has seven departments—family law, health law, injury law, labor law, probate, securities, and tax law. The firm is to occupy a building with three floors—the bottom floor, the middle floor, and the top floor. Each floor can accommodate up to four departments, and no department is to be on more than one floor. Assignment of departments to floors is subject to the following constraints: Probate must be on the same floor as tax law. Health law must be on the floor immediately above injury law. Labor law must occupy an entire floor by itself.

Question: If family law is assigned to the same floor as securities, which one of the following could be true?
Options:
Exactly one department is assigned to the middle floor.
Exactly four departments are assigned to the middle floor.
Exactly two departments are assigned to the bottom floor.
Exactly three departments are assigned to the bottom floor.
Exactly four departments are assigned to the bottom floor.
Correct option (0-indexed): 3
A law firm has seven departments—family law, health law, injury law, labor law, probate, securities, and tax law. The firm is to occupy a building with three floors—the bottom floor, the middle floor, and the top floor. Each floor can accommodate up to four departments, and no department is to be on more than one floor. Assignment of departments to floors is subject to the following constraints: Probate must be on the same floor as tax law. Health law must be on the floor immediately above injury law. Labor law must occupy an entire floor by itself.

Question: If probate is assigned to the middle floor along with exactly two other departments, then which one of the following must be true?
Options:
Family law is assigned to the floor immediately above health law.
Family law is assigned to the floor immediately below labor law.
Family law is assigned to the same floor as securities.
Probate is assigned to the same floor as health law.
Probate is assigned to the same floor as injury law.
Correct option (0-indexed): 2
A museum curator is arranging seven photographs—Fence, Gardenias, Hibiscus, Irises, Katydid, Lotus, and Magnolia—on a gallery wall in accordance with the photographer's requirements. The photographs are to be hung along the wall in a row, in seven positions sequentially numbered from first to seventh. The photographer's requirements are as follows: Gardenias must be immediately before Katydid. Hibiscus must be somewhere before Katydid but cannot be the first photograph. Irises and Lotus must be next to one another. Magnolia must be one of the first three photographs. Fence must be either first or seventh.

Question: Which one of the following could be the positions, from first to seventh, in which the photographs are hung?
Options:
Fence, Hibiscus, Gardenias, Magnolia, Katydid, Irises, Lotus
Hibiscus, Magnolia, Gardenias, Katydid, Irises, Lotus, Fence
Irises, Lotus, Magnolia, Hibiscus, Gardenias, Katydid, Fence
Lotus, Magnolia, Irises, Hibiscus, Gardenias, Katydid, Fence
Magnolia, Fence, Hibiscus, Gardenias, Katydid, Lotus, Irises
Correct option (0-indexed): 2
A museum curator is arranging seven photographs—Fence, Gardenias, Hibiscus, Irises, Katydid, Lotus, and Magnolia—on a gallery wall in accordance with the photographer's requirements. The photographs are to be hung along the wall in a row, in seven positions sequentially numbered from first to seventh. The photographer's requirements are as follows: Gardenias must be immediately before Katydid. Hibiscus must be somewhere before Katydid but cannot be the first photograph. Irises and Lotus must be next to one another. Magnolia must be one of the first three photographs. Fence must be either first or seventh.

Question: If Irises is immediately before Gardenias, which one of the following could be true?
Options:
Gardenias is fourth.
Hibiscus is fourth.
Irises is third.
Lotus is second.
Magnolia is third.
Correct option (0-indexed): 4
A museum curator is arranging seven photographs—Fence, Gardenias, Hibiscus, Irises, Katydid, Lotus, and Magnolia—on a gallery wall in accordance with the photographer's requirements. The photographs are to be hung along the wall in a row, in seven positions sequentially numbered from first to seventh. The photographer's requirements are as follows: Gardenias must be immediately before Katydid. Hibiscus must be somewhere before Katydid but cannot be the first photograph. Irises and Lotus must be next to one another. Magnolia must be one of the first three photographs. Fence must be either first or seventh.

Question: Where each photograph is hung is fully determined if which one of the following is true?
Options:
Gardenias is fourth.
Hibiscus is second.
Irises is second.
Lotus is first.
Magnolia is third.
Correct option (0-indexed): 3
A museum curator is arranging seven photographs—Fence, Gardenias, Hibiscus, Irises, Katydid, Lotus, and Magnolia—on a gallery wall in accordance with the photographer's requirements. The photographs are to be hung along the wall in a row, in seven positions sequentially numbered from first to seventh. The photographer's requirements are as follows: Gardenias must be immediately before Katydid. Hibiscus must be somewhere before Katydid but cannot be the first photograph. Irises and Lotus must be next to one another. Magnolia must be one of the first three photographs. Fence must be either first or seventh.

Question: If Magnolia is second, which one of the following CANNOT be true?
Options:
Hibiscus is third.
Hibiscus is fourth.
Hibiscus is fifth.
Gardenias is fourth.
Gardenias is sixth.
Correct option (0-indexed): 1
A museum curator is arranging seven photographs—Fence, Gardenias, Hibiscus, Irises, Katydid, Lotus, and Magnolia—on a gallery wall in accordance with the photographer's requirements. The photographs are to be hung along the wall in a row, in seven positions sequentially numbered from first to seventh. The photographer's requirements are as follows: Gardenias must be immediately before Katydid. Hibiscus must be somewhere before Katydid but cannot be the first photograph. Irises and Lotus must be next to one another. Magnolia must be one of the first three photographs. Fence must be either first or seventh.

Question: Which one of the following, if substituted for the condition that Hibiscus must be hung somewhere before Katydid but cannot be the first photograph, would have the same effect in determining the arrangement of the photographs?
Options:
If Fence is seventh, Hibiscus is second.
Gardenias is somewhere after Hibiscus, and either Fence or Magnolia is first.
Hibiscus must be somewhere between the first and sixth photographs.
Unless Hibiscus is second, it must be somewhere between Magnolia and Gardenias.
Katydid is somewhere after Hibiscus, which must be somewhere after Fence.
Correct option (0-indexed): 3
Alicia will take exactly four courses this semester. She must choose from the following seven courses—Geography, Japanese, Macroeconomics, Psychology, Russian, Statistics (which is offered twice, once each on Tuesdays at 9 A.M. and 3 P.M.), and World History. No one is allowed to take any course more than once per semester. Because of university requirements and time conflicts, the following restrictions apply to Alicia's choices: She must take Japanese if she does not take Russian. She cannot take Japanese if she takes Macroeconomics. She cannot take World History if she takes Statistics at 9 A.M. She must take Statistics at 9 A.M. if she takes Psychology. She must take either Geography or World History but cannot take both.

Question: Which one of the following could be the list of the four courses Alicia takes?
Options:
Geography, Japanese, Psychology, Russian
Geography, Macroeconomics, Psychology, Statistics
Geography, Japanese, Macroeconomics, Russian
Geography, Psychology, Russian, Statistics
Macroeconomics, Psychology, Russian, Statistics
Correct option (0-indexed): 3
Alicia will take exactly four courses this semester. She must choose from the following seven courses—Geography, Japanese, Macroeconomics, Psychology, Russian, Statistics (which is offered twice, once each on Tuesdays at 9 A.M. and 3 P.M.), and World History. No one is allowed to take any course more than once per semester. Because of university requirements and time conflicts, the following restrictions apply to Alicia's choices: She must take Japanese if she does not take Russian. She cannot take Japanese if she takes Macroeconomics. She cannot take World History if she takes Statistics at 9 A.M. She must take Statistics at 9 A.M. if she takes Psychology. She must take either Geography or World History but cannot take both.

Question: Which one of the following could be an accurate list of three of the courses Alicia takes?
Options:
Geography, Statistics, World History
Japanese, Macroeconomics, Statistics
Japanese, Psychology, World History
Psychology, Russian, World History
Russian, Statistics, World History
Correct option (0-indexed): 4
Alicia will take exactly four courses this semester. She must choose from the following seven courses—Geography, Japanese, Macroeconomics, Psychology, Russian, Statistics (which is offered twice, once each on Tuesdays at 9 A.M. and 3 P.M.), and World History. No one is allowed to take any course more than once per semester. Because of university requirements and time conflicts, the following restrictions apply to Alicia's choices: She must take Japanese if she does not take Russian. She cannot take Japanese if she takes Macroeconomics. She cannot take World History if she takes Statistics at 9 A.M. She must take Statistics at 9 A.M. if she takes Psychology. She must take either Geography or World History but cannot take both.

Question: Which courses Alicia takes is fully determined if she takes Russian and which one of the following?
Options:
World History
Statistics
Psychology
Macroeconomics
Japanese
Correct option (0-indexed): 2
Alicia will take exactly four courses this semester. She must choose from the following seven courses—Geography, Japanese, Macroeconomics, Psychology, Russian, Statistics (which is offered twice, once each on Tuesdays at 9 A.M. and 3 P.M.), and World History. No one is allowed to take any course more than once per semester. Because of university requirements and time conflicts, the following restrictions apply to Alicia's choices: She must take Japanese if she does not take Russian. She cannot take Japanese if she takes Macroeconomics. She cannot take World History if she takes Statistics at 9 A.M. She must take Statistics at 9 A.M. if she takes Psychology. She must take either Geography or World History but cannot take both.

Question: Alicia could take Statistics at either of the available times if she takes which one of the following pairs of courses?
Options:
Geography and Japanese
Geography and Psychology
Japanese and World History
Psychology and Russian
Russian and World History
Correct option (0-indexed): 0
Alicia will take exactly four courses this semester. She must choose from the following seven courses—Geography, Japanese, Macroeconomics, Psychology, Russian, Statistics (which is offered twice, once each on Tuesdays at 9 A.M. and 3 P.M.), and World History. No one is allowed to take any course more than once per semester. Because of university requirements and time conflicts, the following restrictions apply to Alicia's choices: She must take Japanese if she does not take Russian. She cannot take Japanese if she takes Macroeconomics. She cannot take World History if she takes Statistics at 9 A.M. She must take Statistics at 9 A.M. if she takes Psychology. She must take either Geography or World History but cannot take both.

Question: If Alicia takes Statistics at 3 P.M. and Geography, then which one of the following courses must she also take?
Options:
Japanese
Macroeconomics
Psychology
Russian
World History
Correct option (0-indexed): 3
Alicia will take exactly four courses this semester. She must choose from the following seven courses—Geography, Japanese, Macroeconomics, Psychology, Russian, Statistics (which is offered twice, once each on Tuesdays at 9 A.M. and 3 P.M.), and World History. No one is allowed to take any course more than once per semester. Because of university requirements and time conflicts, the following restrictions apply to Alicia's choices: She must take Japanese if she does not take Russian. She cannot take Japanese if she takes Macroeconomics. She cannot take World History if she takes Statistics at 9 A.M. She must take Statistics at 9 A.M. if she takes Psychology. She must take either Geography or World History but cannot take both.

Question: Suppose that Alicia must take Statistics if she takes Psychology, but rather than being restricted to taking Statistics at 9 A.M. she can take it at either 9 A.M. or at 3 P.M. If all the other restrictions remain the same, then which one of the following could be the list of the four courses Alicia takes?
Options:
Psychology, Russian, Statistics, World History
Macroeconomics, Psychology, Statistics, World History
Macroeconomics, Psychology, Russian, World History
Geography, Psychology, Russian, World History
Geography, Macroeconomics, Russian, World History
Correct option (0-indexed): 0
An organization will hold its first six annual meetings in exactly six cities—Los Angeles, Montreal, New York, Toronto, Vancouver, and Washington—using each city only once. The following conditions govern the order in which the cities are used: Los Angeles must be used in some year after the year in which Toronto is used. Vancouver must be used either immediately before or immediately after Washington. The meeting in Toronto must be separated from the meeting in Montreal by meetings in exactly two other cities. The meeting in Vancouver must be separated from the meeting in Los Angeles by meetings in exactly two other cities.

Question: Which one of the following lists the cities in an order in which they could be used for the meetings, from the first year through the sixth?
Options:
Toronto, Vancouver, Washington, Montreal, Los Angeles, New York
Vancouver, Washington, Montreal, Los Angeles, New York, Toronto
Vancouver, Washington, Toronto, New York, Los Angeles, Montreal
Washington, Montreal, Vancouver, New York, Toronto, Los Angeles
Washington, Vancouver, New York, Toronto, Los Angeles, Montreal
Correct option (0-indexed): 0
An organization will hold its first six annual meetings in exactly six cities—Los Angeles, Montreal, New York, Toronto, Vancouver, and Washington—using each city only once. The following conditions govern the order in which the cities are used: Los Angeles must be used in some year after the year in which Toronto is used. Vancouver must be used either immediately before or immediately after Washington. The meeting in Toronto must be separated from the meeting in Montreal by meetings in exactly two other cities. The meeting in Vancouver must be separated from the meeting in Los Angeles by meetings in exactly two other cities.

Question: Which one of the following must be true?
Options:
Toronto is used in the first year.
Montreal is used in the fourth year.
Toronto is used at some time before Montreal is used.
New York is used either immediately before or immediately after Vancouver.
The meeting in New York is separated from the meeting in Washington by meetings in exactly two other cities.
Correct option (0-indexed): 4
An organization will hold its first six annual meetings in exactly six cities—Los Angeles, Montreal, New York, Toronto, Vancouver, and Washington—using each city only once. The following conditions govern the order in which the cities are used: Los Angeles must be used in some year after the year in which Toronto is used. Vancouver must be used either immediately before or immediately after Washington. The meeting in Toronto must be separated from the meeting in Montreal by meetings in exactly two other cities. The meeting in Vancouver must be separated from the meeting in Los Angeles by meetings in exactly two other cities.

Question: There is exactly one possible order in which the cities are used if which one of the following is true?
Options:
Los Angeles is used in the fifth year.
Montreal is used in the sixth year.
New York is used in the fifth year.
Vancouver is used in the first year.
Washington is used in the second year.
Correct option (0-indexed): 3
An organization will hold its first six annual meetings in exactly six cities—Los Angeles, Montreal, New York, Toronto, Vancouver, and Washington—using each city only once. The following conditions govern the order in which the cities are used: Los Angeles must be used in some year after the year in which Toronto is used. Vancouver must be used either immediately before or immediately after Washington. The meeting in Toronto must be separated from the meeting in Montreal by meetings in exactly two other cities. The meeting in Vancouver must be separated from the meeting in Los Angeles by meetings in exactly two other cities.

Question: Which one of the following is a complete and accurate list of the years in which Washington could be used?
Options:
1, 3, 5
2, 3, 4, 5
2, 3, 4, 6
1, 2, 4, 6
1, 2, 3, 4, 5, 6
Correct option (0-indexed): 4
An organization will hold its first six annual meetings in exactly six cities—Los Angeles, Montreal, New York, Toronto, Vancouver, and Washington—using each city only once. The following conditions govern the order in which the cities are used: Los Angeles must be used in some year after the year in which Toronto is used. Vancouver must be used either immediately before or immediately after Washington. The meeting in Toronto must be separated from the meeting in Montreal by meetings in exactly two other cities. The meeting in Vancouver must be separated from the meeting in Los Angeles by meetings in exactly two other cities.

Question: If Montreal is used in the first year, which one of the following CANNOT be true?
Options:
Washington is used in the third year.
Vancouver is used in the third year.
Toronto is used in the fourth year.
New York is used in the fifth year.
Los Angeles is used in the third year.
Correct option (0-indexed): 4
An organization will hold its first six annual meetings in exactly six cities—Los Angeles, Montreal, New York, Toronto, Vancouver, and Washington—using each city only once. The following conditions govern the order in which the cities are used: Los Angeles must be used in some year after the year in which Toronto is used. Vancouver must be used either immediately before or immediately after Washington. The meeting in Toronto must be separated from the meeting in Montreal by meetings in exactly two other cities. The meeting in Vancouver must be separated from the meeting in Los Angeles by meetings in exactly two other cities.

Question: Which one of the following could be true?
Options:
Los Angeles is used in the first year.
New York is used in the second year.
Montreal is used in the third year.
Vancouver is used in the fourth year.
Toronto is used in the sixth year.
Correct option (0-indexed): 1
An organization will hold its first six annual meetings in exactly six cities—Los Angeles, Montreal, New York, Toronto, Vancouver, and Washington—using each city only once. The following conditions govern the order in which the cities are used: Los Angeles must be used in some year after the year in which Toronto is used. Vancouver must be used either immediately before or immediately after Washington. The meeting in Toronto must be separated from the meeting in Montreal by meetings in exactly two other cities. The meeting in Vancouver must be separated from the meeting in Los Angeles by meetings in exactly two other cities.

Question: Which one of the following must be false?
Options:
Los Angeles is used either immediately before or immediately after New York.
Los Angeles is used either immediately before or immediately after Washington.
New York is used either immediately before or immediately after Toronto.
Toronto is used either immediately before or immediately after Vancouver.
Toronto is used either immediately before or immediately after Washington.
Correct option (0-indexed): 1
A community center will host six arts-and-crafts workshops—Jewelry, Kite-making, Needlepoint, Quilting, Rug-making, and Scrapbooking. The workshops will be given on three consecutive days: Wednesday, Thursday, and Friday. Each workshop will be given once, and exactly two workshops will be given per day, one in the morning and one in the afternoon. The schedule for the workshops is subject to the following constraints: Jewelry must be given in the morning, on the same day as either Kite-making or Quilting. Rug-making must be given in the afternoon, on the same day as either Needlepoint or Scrapbooking. Quilting must be given on an earlier day than both Kite-making and Needlepoint.

Question: Which one of the following is an acceptable schedule for the workshops, with each day's workshops listed in the order in which they are to be given?
Options:
Wednesday: Jewelry, Kite-making Thursday: Quilting, Scrapbooking Friday: Needlepoint, Rug-making
Wednesday: Jewelry, Quilting Thursday: Kite-making, Needlepoint Friday: Scrapbooking, Rug-making
Wednesday: Quilting, Needlepoint Thursday: Scrapbooking, Rug-making Friday: Jewelry, Kite-making
Wednesday: Quilting, Scrapbooking Thursday: Jewelry, Kite-making Friday: Rug-making, Needlepoint
Wednesday: Scrapbooking, Rug-making Thursday: Quilting, Jewelry Friday: Kite-making, Needlepoint
Correct option (0-indexed): 1
A community center will host six arts-and-crafts workshops—Jewelry, Kite-making, Needlepoint, Quilting, Rug-making, and Scrapbooking. The workshops will be given on three consecutive days: Wednesday, Thursday, and Friday. Each workshop will be given once, and exactly two workshops will be given per day, one in the morning and one in the afternoon. The schedule for the workshops is subject to the following constraints: Jewelry must be given in the morning, on the same day as either Kite-making or Quilting. Rug-making must be given in the afternoon, on the same day as either Needlepoint or Scrapbooking. Quilting must be given on an earlier day than both Kite-making and Needlepoint.

Question: Which one of the following workshops CANNOT be given on Thursday morning?
Options:
Jewelry
Kite-making
Needlepoint
Quilting
Scrapbooking
Correct option (0-indexed): 3
A community center will host six arts-and-crafts workshops—Jewelry, Kite-making, Needlepoint, Quilting, Rug-making, and Scrapbooking. The workshops will be given on three consecutive days: Wednesday, Thursday, and Friday. Each workshop will be given once, and exactly two workshops will be given per day, one in the morning and one in the afternoon. The schedule for the workshops is subject to the following constraints: Jewelry must be given in the morning, on the same day as either Kite-making or Quilting. Rug-making must be given in the afternoon, on the same day as either Needlepoint or Scrapbooking. Quilting must be given on an earlier day than both Kite-making and Needlepoint.

Question: Which one of the following pairs of workshops CANNOT be the ones given on Wednesday morning and Wednesday afternoon, respectively?
Options:
Jewelry, Kite-making
Jewelry, Quilting
Quilting, Scrapbooking
Scrapbooking, Quilting
Scrapbooking, Rug-making
Correct option (0-indexed): 0
A community center will host six arts-and-crafts workshops—Jewelry, Kite-making, Needlepoint, Quilting, Rug-making, and Scrapbooking. The workshops will be given on three consecutive days: Wednesday, Thursday, and Friday. Each workshop will be given once, and exactly two workshops will be given per day, one in the morning and one in the afternoon. The schedule for the workshops is subject to the following constraints: Jewelry must be given in the morning, on the same day as either Kite-making or Quilting. Rug-making must be given in the afternoon, on the same day as either Needlepoint or Scrapbooking. Quilting must be given on an earlier day than both Kite-making and Needlepoint.

Question: If Kite-making is given on Friday morning, then which one of the following could be true?
Options:
Jewelry is given on Thursday morning.
Needlepoint is given on Thursday afternoon.
Quilting is given on Wednesday morning.
Rug-making is given on Friday afternoon.
Scrapbooking is given on Wednesday afternoon.
Correct option (0-indexed): 0
A community center will host six arts-and-crafts workshops—Jewelry, Kite-making, Needlepoint, Quilting, Rug-making, and Scrapbooking. The workshops will be given on three consecutive days: Wednesday, Thursday, and Friday. Each workshop will be given once, and exactly two workshops will be given per day, one in the morning and one in the afternoon. The schedule for the workshops is subject to the following constraints: Jewelry must be given in the morning, on the same day as either Kite-making or Quilting. Rug-making must be given in the afternoon, on the same day as either Needlepoint or Scrapbooking. Quilting must be given on an earlier day than both Kite-making and Needlepoint.

Question: If Quilting is given in the morning, then which one of the following workshops CANNOT be given on Thursday?
Options:
Jewelry
Kite-making
Needlepoint
Rug-making
Scrapbooking
Correct option (0-indexed): 4
A community center will host six arts-and-crafts workshops—Jewelry, Kite-making, Needlepoint, Quilting, Rug-making, and Scrapbooking. The workshops will be given on three consecutive days: Wednesday, Thursday, and Friday. Each workshop will be given once, and exactly two workshops will be given per day, one in the morning and one in the afternoon. The schedule for the workshops is subject to the following constraints: Jewelry must be given in the morning, on the same day as either Kite-making or Quilting. Rug-making must be given in the afternoon, on the same day as either Needlepoint or Scrapbooking. Quilting must be given on an earlier day than both Kite-making and Needlepoint.

Question: How many of the workshops are there that could be the one given on Wednesday morning?
Options:
one
two
three
four
five
Correct option (0-indexed): 2
Exactly six actors—Geyer, Henson, Jhalani, Lin, Mitchell, and Paredes—will appear one after another in the opening credits of a television program. Their contracts contain certain restrictions that affect the order in which they can appear. Given these restrictions, the order in which the actors appear, from first to sixth, must conform to the following: Both Lin and Mitchell appear earlier than Henson. Both Lin and Paredes appear earlier than Jhalani. If Mitchell appears earlier than Paredes, then Henson appears earlier than Geyer. Geyer does not appear last.

Question: Which one of the following could be the order, from first to last, in which the actors appear?
Options:
Geyer, Lin, Jhalani, Paredes, Mitchell, Henson
Geyer, Mitchell, Paredes, Lin, Henson, Jhalani
Henson, Lin, Paredes, Jhalani, Geyer, Mitchell
Lin, Paredes, Mitchell, Henson, Jhalani, Geyer
Paredes, Mitchell, Lin, Jhalani, Geyer, Henson
Correct option (0-indexed): 4
Exactly six actors—Geyer, Henson, Jhalani, Lin, Mitchell, and Paredes—will appear one after another in the opening credits of a television program. Their contracts contain certain restrictions that affect the order in which they can appear. Given these restrictions, the order in which the actors appear, from first to sixth, must conform to the following: Both Lin and Mitchell appear earlier than Henson. Both Lin and Paredes appear earlier than Jhalani. If Mitchell appears earlier than Paredes, then Henson appears earlier than Geyer. Geyer does not appear last.

Question: Which one of the following CANNOT be true?
Options:
Henson appears earlier than Geyer.
Henson appears sixth.
Lin appears fifth.
Paredes appears earlier than Mitchell.
Paredes appears second.
Correct option (0-indexed): 2
Exactly six actors—Geyer, Henson, Jhalani, Lin, Mitchell, and Paredes—will appear one after another in the opening credits of a television program. Their contracts contain certain restrictions that affect the order in which they can appear. Given these restrictions, the order in which the actors appear, from first to sixth, must conform to the following: Both Lin and Mitchell appear earlier than Henson. Both Lin and Paredes appear earlier than Jhalani. If Mitchell appears earlier than Paredes, then Henson appears earlier than Geyer. Geyer does not appear last.

Question: Exactly how many of the actors are there any one of whom could appear sixth?
Options:
5
4
3
2
1
Correct option (0-indexed): 3
Exactly six actors—Geyer, Henson, Jhalani, Lin, Mitchell, and Paredes—will appear one after another in the opening credits of a television program. Their contracts contain certain restrictions that affect the order in which they can appear. Given these restrictions, the order in which the actors appear, from first to sixth, must conform to the following: Both Lin and Mitchell appear earlier than Henson. Both Lin and Paredes appear earlier than Jhalani. If Mitchell appears earlier than Paredes, then Henson appears earlier than Geyer. Geyer does not appear last.

Question: If Jhalani appears earlier than Mitchell, then which one of the following could be the order in which the other four actors appear, from earliest to latest?
Options:
Geyer, Lin, Paredes, Henson
Geyer, Paredes, Henson, Lin
Lin, Henson, Geyer, Paredes
Lin, Paredes, Henson, Geyer
Paredes, Lin, Henson, Geyer
Correct option (0-indexed): 0
Exactly six actors—Geyer, Henson, Jhalani, Lin, Mitchell, and Paredes—will appear one after another in the opening credits of a television program. Their contracts contain certain restrictions that affect the order in which they can appear. Given these restrictions, the order in which the actors appear, from first to sixth, must conform to the following: Both Lin and Mitchell appear earlier than Henson. Both Lin and Paredes appear earlier than Jhalani. If Mitchell appears earlier than Paredes, then Henson appears earlier than Geyer. Geyer does not appear last.

Question: If Lin appears immediately before Geyer, then which one of the following must be true?
Options:
Geyer appears no later than third.
Henson appears last.
Lin appears no later than third.
Mitchell appears earlier than Geyer.
Paredes appears first.
Correct option (0-indexed): 2
Exactly six actors—Geyer, Henson, Jhalani, Lin, Mitchell, and Paredes—will appear one after another in the opening credits of a television program. Their contracts contain certain restrictions that affect the order in which they can appear. Given these restrictions, the order in which the actors appear, from first to sixth, must conform to the following: Both Lin and Mitchell appear earlier than Henson. Both Lin and Paredes appear earlier than Jhalani. If Mitchell appears earlier than Paredes, then Henson appears earlier than Geyer. Geyer does not appear last.

Question: If Mitchell appears first, then which one of the following must be true?
Options:
Geyer appears fifth.
Henson appears third.
Jhalani appears sixth.
Lin appears second.
Paredes appears fourth.
Correct option (0-indexed): 2
Over the course of one day, a landscaper will use a truck to haul exactly seven loads—three loads of mulch and four loads of stone. The truck's cargo bed will be cleaned in between carrying any two loads of different materials. To meet the landscaper's needs as efficiently as possible, the following constraints apply: The cargo bed cannot be cleaned more than three times. The fifth load must be mulch.

Question: Which one of the following is a pair of loads that can both be mulch?
Options:
the first and the third
the second and the third
the second and the sixth
the third and the sixth
the fourth and the sixth
Correct option (0-indexed): 4
Over the course of one day, a landscaper will use a truck to haul exactly seven loads—three loads of mulch and four loads of stone. The truck's cargo bed will be cleaned in between carrying any two loads of different materials. To meet the landscaper's needs as efficiently as possible, the following constraints apply: The cargo bed cannot be cleaned more than three times. The fifth load must be mulch.

Question: Which one of the following must be true?
Options:
The second load is stone.
The first and second loads are the same material.
The second and third loads are different materials.
At least two loads of mulch are hauled consecutively.
At least three loads of stone are hauled consecutively.
Correct option (0-indexed): 3
Over the course of one day, a landscaper will use a truck to haul exactly seven loads—three loads of mulch and four loads of stone. The truck's cargo bed will be cleaned in between carrying any two loads of different materials. To meet the landscaper's needs as efficiently as possible, the following constraints apply: The cargo bed cannot be cleaned more than three times. The fifth load must be mulch.

Question: If the third load is mulch, which one of the following must be true?
Options:
The sixth load is a different material than the seventh load.
The first load is a different material than the second load.
The seventh load is mulch.
The sixth load is mulch.
The first load is stone.
Correct option (0-indexed): 4
Over the course of one day, a landscaper will use a truck to haul exactly seven loads—three loads of mulch and four loads of stone. The truck's cargo bed will be cleaned in between carrying any two loads of different materials. To meet the landscaper's needs as efficiently as possible, the following constraints apply: The cargo bed cannot be cleaned more than three times. The fifth load must be mulch.

Question: If the cargo bed is cleaned exactly twice, which one of the following must be true?
Options:
The second load is stone.
The third load is mulch.
The third load is stone.
The sixth load is mulch.
The seventh load is mulch.
Correct option (0-indexed): 0
Over the course of one day, a landscaper will use a truck to haul exactly seven loads—three loads of mulch and four loads of stone. The truck's cargo bed will be cleaned in between carrying any two loads of different materials. To meet the landscaper's needs as efficiently as possible, the following constraints apply: The cargo bed cannot be cleaned more than three times. The fifth load must be mulch.

Question: If no more than two loads of the same material are hauled consecutively, then which one of the following could be true?
Options:
The first load is stone.
The fourth load is stone.
The third load is mulch.
The sixth load is mulch.
The seventh load is mulch.
Correct option (0-indexed): 1
A travel magazine has hired six interns—Farber, Gombarick, Hall, Jackson, Kanze, and Lha—to assist in covering three stories—Romania, Spain, and Tuscany. Each intern will be trained either as a photographer's assistant or as a writer's assistant. Each story is assigned a team of two interns—one photographer's assistant and one writer's assistant—in accordance with the following conditions: Gombarick and Lha will be trained in the same field. Farber and Kanze will be trained in different fields. Hall will be trained as a photographer's assistant. Jackson is assigned to Tuscany. Kanze is not assigned to Spain.

Question: Which one of the following could be an acceptable assignment of photographer's assistants to stories?
Options:
Romania: Farber Spain: Hall Tuscany: Jackson
Romania: Gombarick Spain: Hall Tuscany: Farber
Romania: Gombarick Spain: Hall Tuscany: Lha
Romania: Gombarick Spain: Lha Tuscany: Kanze
Romania: Hall Spain: Kanze Tuscany: Jackson
Correct option (0-indexed): 0
A travel magazine has hired six interns—Farber, Gombarick, Hall, Jackson, Kanze, and Lha—to assist in covering three stories—Romania, Spain, and Tuscany. Each intern will be trained either as a photographer's assistant or as a writer's assistant. Each story is assigned a team of two interns—one photographer's assistant and one writer's assistant—in accordance with the following conditions: Gombarick and Lha will be trained in the same field. Farber and Kanze will be trained in different fields. Hall will be trained as a photographer's assistant. Jackson is assigned to Tuscany. Kanze is not assigned to Spain.

Question: If Farber is assigned to Romania, then which one of the following must be true?
Options:
Gombarick is assigned to Spain.
Hall is assigned to Spain.
Kanze is assigned to Tuscany.
Lha is assigned to Spain.
Lha is assigned to Tuscany.
Correct option (0-indexed): 1
A travel magazine has hired six interns—Farber, Gombarick, Hall, Jackson, Kanze, and Lha—to assist in covering three stories—Romania, Spain, and Tuscany. Each intern will be trained either as a photographer's assistant or as a writer's assistant. Each story is assigned a team of two interns—one photographer's assistant and one writer's assistant—in accordance with the following conditions: Gombarick and Lha will be trained in the same field. Farber and Kanze will be trained in different fields. Hall will be trained as a photographer's assistant. Jackson is assigned to Tuscany. Kanze is not assigned to Spain.

Question: If Farber and Hall are assigned to the same story as each other, then which one of the following could be true?
Options:
Farber is assigned to Tuscany.
Gombarick is assigned to Romania.
Hall is assigned to Romania.
Kanze is assigned to Tuscany.
Lha is assigned to Spain.
Correct option (0-indexed): 1
A travel magazine has hired six interns—Farber, Gombarick, Hall, Jackson, Kanze, and Lha—to assist in covering three stories—Romania, Spain, and Tuscany. Each intern will be trained either as a photographer's assistant or as a writer's assistant. Each story is assigned a team of two interns—one photographer's assistant and one writer's assistant—in accordance with the following conditions: Gombarick and Lha will be trained in the same field. Farber and Kanze will be trained in different fields. Hall will be trained as a photographer's assistant. Jackson is assigned to Tuscany. Kanze is not assigned to Spain.

Question: If Farber is a writer's assistant, then which one of the following pairs could be the team of interns assigned to Romania?
Options:
Farber and Gombarick
Gombarick and Hall
Hall and Kanze
Kanze and Lha
Lha and Hall
Correct option (0-indexed): 3
A travel magazine has hired six interns—Farber, Gombarick, Hall, Jackson, Kanze, and Lha—to assist in covering three stories—Romania, Spain, and Tuscany. Each intern will be trained either as a photographer's assistant or as a writer's assistant. Each story is assigned a team of two interns—one photographer's assistant and one writer's assistant—in accordance with the following conditions: Gombarick and Lha will be trained in the same field. Farber and Kanze will be trained in different fields. Hall will be trained as a photographer's assistant. Jackson is assigned to Tuscany. Kanze is not assigned to Spain.

Question: If Gombarick and Kanze are assigned to the same story as each other, then which one of the following could be true?
Options:
Farber is assigned to Romania.
Gombarick is assigned to Spain.
Hall is assigned to Romania.
Kanze is assigned to Tuscany.
Lha is assigned to Spain.
Correct option (0-indexed): 4
A travel magazine has hired six interns—Farber, Gombarick, Hall, Jackson, Kanze, and Lha—to assist in covering three stories—Romania, Spain, and Tuscany. Each intern will be trained either as a photographer's assistant or as a writer's assistant. Each story is assigned a team of two interns—one photographer's assistant and one writer's assistant—in accordance with the following conditions: Gombarick and Lha will be trained in the same field. Farber and Kanze will be trained in different fields. Hall will be trained as a photographer's assistant. Jackson is assigned to Tuscany. Kanze is not assigned to Spain.

Question: Which one of the following interns CANNOT be assigned to Tuscany?
Options:
Farber
Gombarick
Hall
Kanze
Lha
Correct option (0-indexed): 2
Exactly six workers—Faith, Gus, Hannah, Juan, Kenneth, and Lisa—will travel to a business convention in two cars—car 1 and car 2. Each car must carry at least two of the workers, one of whom will be assigned to drive. For the entire trip, the workers will comply with an assignment that also meets the following constraints: Either Faith or Gus must drive the car in which Hannah travels. Either Faith or Kenneth must drive the car in which Juan travels. Gus must travel in the same car as Lisa.

Question: Which one of the following is a possible assignment of the workers to the cars?
Options:
car 1: Faith (driver), Hannah, and Juan car 2: Gus (driver), Kenneth, and Lisa
car 1: Faith (driver), Hannah, and Kenneth car 2: Lisa (driver), Gus, and Juan
car 1: Faith (driver), Juan, Kenneth, and Lisa car 2: Gus (driver) and Hannah
car 1: Faith (driver) and Juan car 2: Kenneth (driver), Gus, Hannah, and Lisa
car 1: Gus (driver), Hannah, and Lisa car 2: Juan (driver), Faith, and Kenneth
Correct option (0-indexed): 0
Exactly six workers—Faith, Gus, Hannah, Juan, Kenneth, and Lisa—will travel to a business convention in two cars—car 1 and car 2. Each car must carry at least two of the workers, one of whom will be assigned to drive. For the entire trip, the workers will comply with an assignment that also meets the following constraints: Either Faith or Gus must drive the car in which Hannah travels. Either Faith or Kenneth must drive the car in which Juan travels. Gus must travel in the same car as Lisa.

Question: The two workers who drive the cars CANNOT be
Options:
Faith and Gus
Faith and Kenneth
Faith and Lisa
Gus and Kenneth
Kenneth and Lisa
Correct option (0-indexed): 4
Exactly six workers—Faith, Gus, Hannah, Juan, Kenneth, and Lisa—will travel to a business convention in two cars—car 1 and car 2. Each car must carry at least two of the workers, one of whom will be assigned to drive. For the entire trip, the workers will comply with an assignment that also meets the following constraints: Either Faith or Gus must drive the car in which Hannah travels. Either Faith or Kenneth must drive the car in which Juan travels. Gus must travel in the same car as Lisa.

Question: If Lisa drives one of the cars, then which one of the following could be true?
Options:
Faith travels in the same car as Kenneth.
Faith travels in the same car as Lisa.
Gus travels in the same car as Hannah.
Gus travels in the same car as Juan.
Hannah travels in the same car as Lisa.
Correct option (0-indexed): 0
Exactly six workers—Faith, Gus, Hannah, Juan, Kenneth, and Lisa—will travel to a business convention in two cars—car 1 and car 2. Each car must carry at least two of the workers, one of whom will be assigned to drive. For the entire trip, the workers will comply with an assignment that also meets the following constraints: Either Faith or Gus must drive the car in which Hannah travels. Either Faith or Kenneth must drive the car in which Juan travels. Gus must travel in the same car as Lisa.

Question: If Faith travels with two other workers in car 1, and if Faith is not the driver, then the person in car 1 other than Faith and the driver must be
Options:
Gus
Hannah
Juan
Kenneth
Lisa
Correct option (0-indexed): 2
Exactly six workers—Faith, Gus, Hannah, Juan, Kenneth, and Lisa—will travel to a business convention in two cars—car 1 and car 2. Each car must carry at least two of the workers, one of whom will be assigned to drive. For the entire trip, the workers will comply with an assignment that also meets the following constraints: Either Faith or Gus must drive the car in which Hannah travels. Either Faith or Kenneth must drive the car in which Juan travels. Gus must travel in the same car as Lisa.

Question: Which one of the following CANNOT be true?
Options:
Gus is the only person other than the driver in one of the cars.
Hannah is the only person other than the driver in one of the cars.
Juan is the only person other than the driver in one of the cars.
Kenneth is the only person other than the driver in one of the cars.
Lisa is the only person other than the driver in one of the cars.
Correct option (0-indexed): 3
An archaeologist has six ancient artifacts—a figurine, a headdress, a jar, a necklace, a plaque, and a tureen—no two of which are the same age. She will order them from first (oldest) to sixth (most recent). The following has already been determined: The figurine is older than both the jar and the headdress. The necklace and the jar are both older than the tureen. Either the plaque is older than both the headdress and the necklace, or both the headdress and the necklace are older than the plaque.

Question: Which one of the following could be the artifacts in the order of their age, from first to sixth?
Options:
figurine, headdress, jar, necklace, plaque, tureen
figurine, jar, plaque, headdress, tureen, necklace
figurine, necklace, plaque, headdress, jar, tureen
necklace, jar, figurine, headdress, plaque, tureen
plaque, tureen, figurine, necklace, jar, headdress
Correct option (0-indexed): 0
An archaeologist has six ancient artifacts—a figurine, a headdress, a jar, a necklace, a plaque, and a tureen—no two of which are the same age. She will order them from first (oldest) to sixth (most recent). The following has already been determined: The figurine is older than both the jar and the headdress. The necklace and the jar are both older than the tureen. Either the plaque is older than both the headdress and the necklace, or both the headdress and the necklace are older than the plaque.

Question: Exactly how many of the artifacts are there any one of which could be first?
Options:
one
two
three
four
five
Correct option (0-indexed): 2
An archaeologist has six ancient artifacts—a figurine, a headdress, a jar, a necklace, a plaque, and a tureen—no two of which are the same age. She will order them from first (oldest) to sixth (most recent). The following has already been determined: The figurine is older than both the jar and the headdress. The necklace and the jar are both older than the tureen. Either the plaque is older than both the headdress and the necklace, or both the headdress and the necklace are older than the plaque.

Question: Which one of the following artifacts CANNOT be fourth?
Options:
figurine
headdress
jar
necklace
plaque
Correct option (0-indexed): 0
An archaeologist has six ancient artifacts—a figurine, a headdress, a jar, a necklace, a plaque, and a tureen—no two of which are the same age. She will order them from first (oldest) to sixth (most recent). The following has already been determined: The figurine is older than both the jar and the headdress. The necklace and the jar are both older than the tureen. Either the plaque is older than both the headdress and the necklace, or both the headdress and the necklace are older than the plaque.

Question: If the figurine is third, which one of the following must be second?
Options:
headdress
jar
necklace
plaque
tureen
Correct option (0-indexed): 2
An archaeologist has six ancient artifacts—a figurine, a headdress, a jar, a necklace, a plaque, and a tureen—no two of which are the same age. She will order them from first (oldest) to sixth (most recent). The following has already been determined: The figurine is older than both the jar and the headdress. The necklace and the jar are both older than the tureen. Either the plaque is older than both the headdress and the necklace, or both the headdress and the necklace are older than the plaque.

Question: If the plaque is first, then exactly how many artifacts are there any one of which could be second?
Options:
one
two
three
four
five
Correct option (0-indexed): 1