dmayhem93/agieval-lsat-ar huggingface dataset:
A panel of five scientists will be formed. The panelists will be selected from among three botanists—F, G, and H—three chemists—K, L, and M—and three zoologists—P, Q, and R. Selection is governed by the following conditions: The panel must include at least one scientist of each of the three types. If more than one botanist is selected, then at most one zoologist is selected. F and K cannot both be selected. K and M cannot both be selected. If M is selected, both P and R must be selected.Q: If four of the scientists selected are F, L, Q, and R, which one of the following must be the fifth scientist selected? Answer Choices: (A)G (B)H (C)K (D)M (E)P
A: Among A through E, the answer is
Answer (0-indexed choice): 4
A panel of five scientists will be formed. The panelists will be selected from among three botanists—F, G, and H—three chemists—K, L, and M—and three zoologists—P, Q, and R. Selection is governed by the following conditions: The panel must include at least one scientist of each of the three types. If more than one botanist is selected, then at most one zoologist is selected. F and K cannot both be selected. K and M cannot both be selected. If M is selected, both P and R must be selected.Q: If P is the only zoologist selected, which one of the following must be true? Answer Choices: (A)If K is selected, G cannot be selected. (B)If L is selected, F cannot be selected. (C)If exactly one chemist is selected, it must be K. (D)If exactly two chemists are selected, F cannot be selected. (E)If exactly two chemists are selected, G cannot be selected.
A: Among A through E, the answer is
Answer (0-indexed choice): 3
A panel of five scientists will be formed. The panelists will be selected from among three botanists—F, G, and H—three chemists—K, L, and M—and three zoologists—P, Q, and R. Selection is governed by the following conditions: The panel must include at least one scientist of each of the three types. If more than one botanist is selected, then at most one zoologist is selected. F and K cannot both be selected. K and M cannot both be selected. If M is selected, both P and R must be selected.Q: If both G and H are among the scientists selected, then the panel must include either Answer Choices: (A)F or else K (B)F or else M (C)K or else M (D)M or else Q (E)P or else Q
A: Among A through E, the answer is
Answer (0-indexed choice): 0
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: Which one of the following lists could accurately identify the cargo held in each of the loading dock's first three bays, listed in order from bay 1 to bay 3? Answer Choices: (A)fuel, machinery, textiles (B)grain, machinery, fuel (C)machinery, livestock, fuel (D)machinery, textiles, fuel (E)machinery, textiles, produce
A: Among A through E, the answer is
Answer (0-indexed choice): 0
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: Which one of the following CANNOT be the type of cargo held in bay 4? Answer Choices: (A)grain (B)livestock (C)machinery (D)produce (E)textiles
A: Among A through E, the answer is
Answer (0-indexed choice): 0
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: If there is exactly one bay between the bay holding machinery and the bay holding grain, then for exactly how many of the six bays is the type of cargo that bay is holding completely determined? Answer Choices: (A)two (B)three (C)four (D)five (E)six
A: Among A through E, the answer is
Answer (0-indexed choice): 2
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: Which one of the following could be the bay holding livestock? Answer Choices: (A)bay 1 (B)bay 2 (C)bay 3 (D)bay 5 (E)bay 6
A: Among A through E, the answer is
Answer (0-indexed choice): 3
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: Which one of the following must be false? Answer Choices: (A)The bay holding fuel is next to the bay holding machinery. (B)The bay holding grain is next to the bay holding machinery. (C)The bay holding livestock is next to the bay holding fuel. (D)The bay holding produce is next to the bay holding livestock. (E)The bay holding textiles is next to the bay holding fuel.
A: Among A through E, the answer is
Answer (0-indexed choice): 2
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: If the bay holding produce is next to the bay holding livestock, then each of the following could be true EXCEPT: Answer Choices: (A)Bay 2 is holding fuel. (B)Bay 4 is holding produce. (C)Bay 4 is holding textiles. (D)Bay 5 is holding grain. (E)Bay 5 is holding machinery.
A: Among A through E, the answer is
Answer (0-indexed choice): 2
A loading dock consists of exactly six bays numbered 1 through 6 consecutively from one side of the dock to the other. Each bay is holding a different one of exactly six types of cargo—fuel, grain, livestock, machinery, produce, or textiles. The following apply: The bay holding grain has a higher number than the bay holding livestock. The bay holding livestock has a higher number than the bay holding textiles. The bay holding produce has a higher number than the bay holding fuel. The bay holding textiles is next to the bay holding produce.Q: If bay 4 is holding produce, then for exactly how many of the six bays is the type of cargo that bay is holding completely determined? Answer Choices: (A)two (B)three (C)four (D)five (E)six
A: Among A through E, the answer is
Answer (0-indexed choice): 2
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: Which one of the following could be a complete and accurate list of the days on which the batches of each kind of cookie are made? Answer Choices: (A)oatmeal: Monday, Wednesday, Thursday peanut butter: Wednesday, Thursday, Friday sugar: Monday, Thursday, Friday (B)oatmeal: Monday, Tuesday, Thursday peanut butter: Tuesday, Wednesday, Thursday sugar: Monday, Wednesday, Thursday (C)oatmeal: Tuesday, Wednesday, Thursday peanut butter: Wednesday, Thursday, Friday sugar: Tuesday, Thursday, Friday (D)oatmeal: Monday, Tuesday, Thursday peanut butter: Monday, Wednesday, Thursday sugar: Monday, Thursday, Friday (E)oatmeal: Monday, Thursday, Friday peanut butter: Tuesday, Wednesday, Thursday sugar: Monday, Thursday, Friday
A: Among A through E, the answer is
Answer (0-indexed choice): 0
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: How many of the days, Monday through Friday, are such that at most two batches of cookies could be made on that day? Answer Choices: (A)one (B)two (C)three (D)four (E)five
A: Among A through E, the answer is
Answer (0-indexed choice): 0
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: If the first batch of peanut butter cookies is made on Tuesday, then each of the following could be true EXCEPT: Answer Choices: (A)Two different kinds of cookie have their first batch made on Monday. (B)Two different kinds of cookie have their first batch made on Tuesday. (C)Two different kinds of cookie have their second batch made on Wednesday. (D)Two different kinds of cookie have their second batch made on Thursday. (E)Two different kinds of cookie have their third batch made on Friday.
A: Among A through E, the answer is
Answer (0-indexed choice): 2
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: If no batch of cookies is made on Wednesday, then which one of the following must be true? Answer Choices: (A)Exactly three batches of cookies are made on Tuesday. (B)Exactly three batches of cookies are made on Friday. (C)At least two batches of cookies are made on Monday. (D)At least two batches of cookies are made on Thursday. (E)Fewer batches of cookies are made on Monday than on Tuesday.
A: Among A through E, the answer is
Answer (0-indexed choice): 3
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: If the number of batches made on Friday is exactly one, then which one of the following could be true? Answer Choices: (A)The first batch of sugar cookies is made on Monday. (B)The first batch of oatmeal cookies is made on Tuesday. (C)The third batch of oatmeal cookies is made on Friday. (D)The first batch of peanut butter cookies is made on Wednesday. (E)The second batch of peanut butter cookies is made on Tuesday.
A: Among A through E, the answer is
Answer (0-indexed choice): 0
A bakery makes exactly three kinds of cookie—oatmeal, peanut butter, and sugar. Exactly three batches of each kind of cookie are made each week (Monday through Friday) and each batch is made, from start to finish, on a single day. The following conditions apply: No two batches of the same kind of cookie are made on the same day. At least one batch of cookies is made on Monday. The second batch of oatmeal cookies is made on the same day as the first batch of peanut butter cookies. The second batch of sugar cookies is made on Thursday.Q: If one kind of cookie's first batch is made on the same day as another kind of cookie's third batch, then which one of the following could be false? Answer Choices: (A)At least one batch of cookies is made on each of the five days. (B)At least two batches of cookies are made on Wednesday. (C)Exactly one batch of cookies is made on Monday. (D)Exactly two batches of cookies are made on Tuesday. (E)Exactly one batch of cookies is made on Friday.
A: Among A through E, the answer is
Answer (0-indexed choice): 4
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: Which one of the following could be an accurate and complete list of the students who review only Sunset? Answer Choices: (A)Lopez (B)O'Neill (C)Jiang, Lopez (D)Kramer, O'Neill (E)Lopez, Megregian
A: Among A through E, the answer is
Answer (0-indexed choice): 0
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: Which one of the following must be true? Answer Choices: (A)Jiang reviews more of the plays than Lopez does. (B)Megregian reviews more of the plays than Jiang does. (C)Megregian reviews more of the plays than O'Neill does. (D)O'Neill reviews more of the plays than Jiang does. (E)O'Neill reviews more of the plays than Kramer does.
A: Among A through E, the answer is
Answer (0-indexed choice): 1
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: If exactly three of the students review Undulation, which one of the following could be true? Answer Choices: (A)Megregian does not review Undulation. (B)O'Neill does not review Undulation. (C)Jiang reviews Undulation. (D)Lopez reviews Tamerlane. (E)O'Neill reviews Sunset.
A: Among A through E, the answer is
Answer (0-indexed choice): 4
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: Which one of the following could be an accurate and complete list of the students who review Tamerlane? Answer Choices: (A)Jiang, Kramer (B)Kramer, O'Neill (C)Kramer, Lopez, O'Neill (D)Kramer, Megregian, O'Neill (E)Lopez, Megregian, O'Neill
A: Among A through E, the answer is
Answer (0-indexed choice): 3
For the school paper, five students—Jiang, Kramer, Lopez, Megregian, and O'Neill—each review one or more of exactly three plays: Sunset, Tamerlane, and Undulation, but do not review any other plays. The following conditions must apply: Kramer and Lopez each review fewer of the plays than Megregian. Neither Lopez nor Megregian reviews any play Jiang reviews. Kramer and O'Neill both review Tamerlane. Exactly two of the students review exactly the same play or plays as each other.Q: If Jiang does not review Tamerlane, then which one of the following must be true? Answer Choices: (A)Jiang reviews Sunset. (B)Lopez reviews Undulation. (C)Megregian reviews Sunset. (D)Megregian reviews Tamerlane. (E)O'Neill reviews Undulation.
A: Among A through E, the answer is
Answer (0-indexed choice): 3
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: Which one of the following could be the assignment of parking spaces to the new employees? Answer Choices: (A)#1: Young; #2: Souza; #3: Vaughn; #4: Robertson; #5: Togowa; #6: Xu (B)#1: Vaughn; #2: Togowa; #3: Young; #4: Souza; #5: Robertson; #6: Xu (C)#1: Togowa; #2: Young; #3: Xu; #4: Robertson; #5: Souza; #6: Vaughn (D)#1: Togowa; #2: Robertson; #3: Young; #4: Souza; #5: Vaughn; #6: Xu (E)#1: Souza; #2: Togowa; #3: Young; #4: Robertson; #5: Xu; #6: Vaughn
A: Among A through E, the answer is
Answer (0-indexed choice): 4
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: If Togowa is assigned a higher-numbered parking space than Souza, then which one of the following could be true? Answer Choices: (A)Young is assigned parking space #2. (B)Vaughn is assigned parking space #5. (C)Togowa is assigned parking space #3. (D)Souza is assigned parking space #2. (E)Robertson is assigned parking space #3.
A: Among A through E, the answer is
Answer (0-indexed choice): 1
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: The assignment of parking spaces to each of the new employees is fully and uniquely determined if which one of the following is true? Answer Choices: (A)Souza is assigned parking space #1. (B)Young is assigned parking space #2. (C)Vaughn is assigned parking space #3. (D)Robertson is assigned parking space #4. (E)Xu is assigned parking space #5.
A: Among A through E, the answer is
Answer (0-indexed choice): 2
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: For how many of the six new employees is the assignment of a parking space limited to one of only two possible spaces? Answer Choices: (A)none (B)two (C)three (D)four (E)five
A: Among A through E, the answer is
Answer (0-indexed choice): 3
An administrator must assign parking spaces to six new employees: Robertson, Souza, Togowa, Vaughn, Xu, and Young. Each of the six employees must be assigned one of the following parking spaces: #1, #2, #3, #4, #5, or #6. No two employees can be assigned the same parking space. The following rules govern the assignment of parking spaces: Young must be assigned a higher-numbered parking space than Togowa. Xu must be assigned a higher-numbered parking space than Souza. Robertson must be assigned a higher-numbered parking space than Young. Robertson must be assigned parking space #1, #2, #3, or #4.Q: If Young is assigned a higher-numbered parking space than Souza, then which one of the following could be true? Answer Choices: (A)Togowa is assigned parking space #1. (B)Young is assigned parking space #2. (C)Robertson is assigned parking space #3. (D)Souza is assigned parking space #3. (E)Vaughn is assigned parking space #4.
A: Among A through E, the answer is
Answer (0-indexed choice): 0