target stringlengths 6 594 | input stringlengths 58 2.63k |
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A: The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: √184,513 is between Answer Choices: A)100 and 200 B)200 and 300 C)300 and 400 D)400 and 500 E)500 and 600 |
A: The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: 184,513 is between 173500 and 185000. The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:√184,513 is between Answer Choices: A)100 and 200 B)200 and 300 C)300 and 400 D)400 and 500 E)500 and 600 |
A: 184,513 is between 173500 and 185000. The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: 184,513 is between 173500 and 185000. The answer is (D). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The distance between -184,390 and 184,500 on the real number line is 184,500. The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:√184,513 is between Answer Choices: A)100 and 200 B)200 and 300 C)300 and 400 D)400 and 500 E)500 and 600 |
A: The distance between -184,390 and 184,500 on the real number line is 184,500. The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The distance between -184,390 and 184,500 on the real number line is 184,500. The answer is (D). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: 184,513 is between C) and D). C) is between D) and E). D) is between E) and 600). The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:√184,513 is between Answer Choices: A)100 and 200 B)200 and 300 C)300 and 400 D)400 and 500 E)500 and 600 |
A: 184,513 is between C) and D). C) is between D) and E). D) is between E) and 600). The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: 184,513 is between C) and D). C) is between D) and E). D) is between E) and 600). The answer is (D). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: A and C can finish 100,000 piece of work in 15 days each. B can do 30% faster than A and B.Approximately how many days would it take to finish million piece of work with all three working simultaneously? Answer Choices: A)40 B)46 C)5... |
A: The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: A and C can finish 100,000 piece of work in 15 days each, so they can finish 100,000 x 2 = 300,000 piece of work in a year. B can do 30% faster than A and C, so he can do 30 / 100 * 300,000 = 70,000 piece of work in a year. Combined, A and C can finish 300,000 x 3 = 46 days. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:A and C can finish 100,000 piece of work in 15 days each. B can do 30% faster than A and B.Approximately how many days would it take to finish million piece of work with all three working simultaneously? Answ... |
A: A and C can finish 100,000 piece of work in 15 days each, so they can finish 100,000 x 2 = 300,000 piece of work in a year. B can do 30% faster than A and C, so he can do 30 / 100 * 300,000 = 70,000 piece of work in a year. Combined, A and C can finish 300,000 x 3 = 46 days. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: A and C can finish 100,000 piece of work in 15 days each, so they can finish 100,000 x 2 = 300,000 piece of work in a year. B can do 30% faster than A and C, so he can do 30 / 100 * 300,000 = 70,000 piece of work in a year. Combined, A and C can finish 300,000 x 3 = 46 days. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: A and C can finish 100,000 piece of work in 15 days each so they can finish in 15 * 2 = 30 days. B can do 30% faster than A and C so he can do 30% * 15 = 30,000 pieces of work in a day. So B can finish 30,000 / 30 = 15,000 pieces of work in a day. All three together can finish 1,000,000 pieces of work in 1,000,000 /... | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:A and C can finish 100,000 piece of work in 15 days each. B can do 30% faster than A and B.Approximately how many days would it take to finish million piece of work with all three working simultaneously? Answ... |
A: A and C can finish 100,000 piece of work in 15 days each so they can finish in 15 * 2 = 30 days. B can do 30% faster than A and C so he can do 30% * 15 = 30,000 pieces of work in a day. So B can finish 30,000 / 30 = 15,000 pieces of work in a day. All three together can finish 1,000,000 pieces of work in 1,000,000 /... | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: A and C can finish 100,000 piece of work in 15 days each so they can finish in 15 * 2 = 30 days. B can do 30% faster than A and C so he can do 30% * 15 = 30,000 pieces of work in a day. So B can finish 30,000 / 30 = 15,000 pieces of work in a day. All three together can finish 1,000,000 pieces of work in 1,000,000 /... | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: A and C can finish 100,000 piece of work in 15 days each so A and C can finish 1,000,000 piece of work in 15 * 100,000 = 1500 days. B can do 30% faster than A and C so B can finish 100,000 piece of work in 30 / 100 * 15 = 30,000 days. B and C together can finish 1,000,000 piece of work in 15 * 30,000 = 45,000 days. ... | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:A and C can finish 100,000 piece of work in 15 days each. B can do 30% faster than A and B.Approximately how many days would it take to finish million piece of work with all three working simultaneously? Answ... |
A: A and C can finish 100,000 piece of work in 15 days each so A and C can finish 1,000,000 piece of work in 15 * 100,000 = 1500 days. B can do 30% faster than A and C so B can finish 100,000 piece of work in 30 / 100 * 15 = 30,000 days. B and C together can finish 1,000,000 piece of work in 15 * 30,000 = 45,000 days. ... | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: A and C can finish 100,000 piece of work in 15 days each so A and C can finish 1,000,000 piece of work in 15 * 100,000 = 1500 days. B can do 30% faster than A and C so B can finish 100,000 piece of work in 30 / 100 * 15 = 30,000 days. B and C together can finish 1,000,000 piece of work in 15 * 30,000 = 45,000 days. ... | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: 1,000,000/100,000/30 = 46 days. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:A and C can finish 100,000 piece of work in 15 days each. B can do 30% faster than A and B.Approximately how many days would it take to finish million piece of work with all three working simultaneously? Answ... |
A: 1,000,000/100,000/30 = 46 days. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: 1,000,000/100,000/30 = 46 days. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: A and C can finish 100,000 piece of work in 15 days each so in total they can finish 100,000 piece of work in 15 * 2 = 300 days. B can do 30% faster than A and C so in total he can do 100000 piece of work in 30 * (A and C) = 600 days. All three together can finish 1 million piece of work in 1,500,000 / 600 = 46 days... | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:A and C can finish 100,000 piece of work in 15 days each. B can do 30% faster than A and B.Approximately how many days would it take to finish million piece of work with all three working simultaneously? Answ... |
A: A and C can finish 100,000 piece of work in 15 days each so in total they can finish 100,000 piece of work in 15 * 2 = 300 days. B can do 30% faster than A and C so in total he can do 100000 piece of work in 30 * (A and C) = 600 days. All three together can finish 1 million piece of work in 1,500,000 / 600 = 46 days... | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: A and C can finish 100,000 piece of work in 15 days each so in total they can finish 100,000 piece of work in 15 * 2 = 300 days. B can do 30% faster than A and C so in total he can do 100000 piece of work in 30 * (A and C) = 600 days. All three together can finish 1 million piece of work in 1,500,000 / 600 = 46 days... | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: 1/15*100,000+(30/100)*100,000 = 30,000/day. 100,000*30/100*15/day = 40/day. 1,000,000/30/40 = 51/day. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:A and C can finish 100,000 piece of work in 15 days each. B can do 30% faster than A and B.Approximately how many days would it take to finish million piece of work with all three working simultaneously? Answ... |
A: 1/15*100,000+(30/100)*100,000 = 30,000/day. 100,000*30/100*15/day = 40/day. 1,000,000/30/40 = 51/day. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: 1/15*100,000+(30/100)*100,000 = 30,000/day. 100,000*30/100*15/day = 40/day. 1,000,000/30/40 = 51/day. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: How long will it take a sum of money invested at 6 % p.a. S.I. to increase its value by 60%? Answer Choices: A)11 years B)12 years C)10 years D)15 years E)8 years |
A: The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: A sum of money invested at 6% p.a. S.I. will increase its value by 60 / 100 * 6 % = 36 % in 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:How long will it take a sum of money invested at 6 % p.a. S.I. to increase its value by 60%? Answer Choices: A)11 years B)12 years C)10 years D)15 years E)8 years |
A: A sum of money invested at 6% p.a. S.I. will increase its value by 60 / 100 * 6 % = 36 % in 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: A sum of money invested at 6% p.a. S.I. will increase its value by 60 / 100 * 6 % = 36 % in 10 years. The answer is (C). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: 60 / 100 x 6 % = 216 / 100 x 18 / 100 = 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:How long will it take a sum of money invested at 6 % p.a. S.I. to increase its value by 60%? Answer Choices: A)11 years B)12 years C)10 years D)15 years E)8 years |
A: 60 / 100 x 6 % = 216 / 100 x 18 / 100 = 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: 60 / 100 x 6 % = 216 / 100 x 18 / 100 = 10 years. The answer is (C). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: A sum of money invested at 6 % p.a. S.I. increases by 60 / 100 * 6 % = 30 % in 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:How long will it take a sum of money invested at 6 % p.a. S.I. to increase its value by 60%? Answer Choices: A)11 years B)12 years C)10 years D)15 years E)8 years |
A: A sum of money invested at 6 % p.a. S.I. increases by 60 / 100 * 6 % = 30 % in 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: A sum of money invested at 6 % p.a. S.I. increases by 60 / 100 * 6 % = 30 % in 10 years. The answer is (C). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: 6 % p.a. S.I. grows in 6 % p.a. equal to 6% p.a. The sum of money invested at 6 % p.a. S.I. will increase its value by 60% in 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:How long will it take a sum of money invested at 6 % p.a. S.I. to increase its value by 60%? Answer Choices: A)11 years B)12 years C)10 years D)15 years E)8 years |
A: 6 % p.a. S.I. grows in 6 % p.a. equal to 6% p.a. The sum of money invested at 6 % p.a. S.I. will increase its value by 60% in 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: 6 % p.a. S.I. grows in 6 % p.a. equal to 6% p.a. The sum of money invested at 6 % p.a. S.I. will increase its value by 60% in 10 years. The answer is (C). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The amount by which the money will increase in 6 years is given by 60 / 100 * 60 / 100 * 6 = 3600. The number of years required to double the money is 3600 / 3600 = 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:How long will it take a sum of money invested at 6 % p.a. S.I. to increase its value by 60%? Answer Choices: A)11 years B)12 years C)10 years D)15 years E)8 years |
A: The amount by which the money will increase in 6 years is given by 60 / 100 * 60 / 100 * 6 = 3600. The number of years required to double the money is 3600 / 3600 = 10 years. The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The amount by which the money will increase in 6 years is given by 60 / 100 * 60 / 100 * 6 = 3600. The number of years required to double the money is 3600 / 3600 = 10 years. The answer is (C). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: The average of first ten prime numbers which are odd is? Answer Choices: A)15.9 B)15.0 C)15.2 D)15.8 E)15.1 |
A: The answer is (D). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: If x and y are positive integers, and (4x)/(3y) is an integer, which of the following must be true?
I) x is a multiple of 4.
II) y is a multiple of 3.
III) x·y is a multiple of 3. Answer Choices: A)I only B)II only C)III only D)I and... |
A: The answer is (C). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The answer is (E). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: In an animal behavior experiment, 25 tagged white pigeons and 250 tagged gray pigeons were released from a laboratory. Within one week, 88 percent of the white pigeons and 80.5 percent of the gray pigeons had returned to the laborato... |
A: The answer is (E). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: White pigeons returned 88% of 25 so 88% * 25 = 204 white pigeons returned. Gray pigeons returned 80.5 percent of 250 so 80.5 * 250 = 203 gray pigeons returned. Total number of pigeons returned 80.5 percent of 204 + 80.5 percent of 203 = 812.25 percent. The answer is (E). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:In an animal behavior experiment, 25 tagged white pigeons and 250 tagged gray pigeons were released from a laboratory. Within one week, 88 percent of the white pigeons and 80.5 percent of the gray pigeons had... |
A: White pigeons returned 88% of 25 so 88% * 25 = 204 white pigeons returned. Gray pigeons returned 80.5 percent of 250 so 80.5 * 250 = 203 gray pigeons returned. Total number of pigeons returned 80.5 percent of 204 + 80.5 percent of 203 = 812.25 percent. The answer is (E). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: White pigeons returned 88% of 25 so 88% * 25 = 204 white pigeons returned. Gray pigeons returned 80.5 percent of 250 so 80.5 * 250 = 203 gray pigeons returned. Total number of pigeons returned 80.5 percent of 204 + 80.5 percent of 203 = 812.25 percent. The answer is (E). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: If 75 percent of a class answered the first question on a certain test correctly, 45 percent answered the second question on the test correctly, and 20 percent answered neither of the questions correctly, what percent answered both c... |
A: The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)37 yrs. C)34 yrs. D)33 yr... |
A: The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The total age of the team is 11X25 = 260 Years. The average age becomes 26+ 1 = 27 years. The age of coach is (26+1) = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The total age of the team is 11X25 = 260 Years. The average age becomes 26+ 1 = 27 years. The age of coach is (26+1) = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The total age of the team is 11X25 = 260 Years. The average age becomes 26+ 1 = 27 years. The age of coach is (26+1) = 37 years. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The total age of the players is 11X25 = 275 years. The coach's age is X+25 = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The total age of the players is 11X25 = 275 years. The coach's age is X+25 = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The total age of the players is 11X25 = 275 years. The coach's age is X+25 = 37 years. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The total age of the team is 11X25 = 260 years. The coach age is 260 - 1 = 249 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The total age of the team is 11X25 = 260 years. The coach age is 260 - 1 = 249 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The total age of the team is 11X25 = 260 years. The coach age is 260 - 1 = 249 years. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The coach age is 25+ 1 = 26 years. So, the coach age is (26+1) = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The coach age is 25+ 1 = 26 years. So, the coach age is (26+1) = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The coach age is 25+ 1 = 26 years. So, the coach age is (26+1) = 37 years. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The total age of the team members is 11X25 = 255 years. Including the coach, the total age becomes 255+1 = 266 years. So, the age of the coach is 266 - 255 = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The total age of the team members is 11X25 = 255 years. Including the coach, the total age becomes 255+1 = 266 years. So, the age of the coach is 266 - 255 = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The total age of the team members is 11X25 = 255 years. Including the coach, the total age becomes 255+1 = 266 years. So, the age of the coach is 266 - 255 = 37 years. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The total age of the team members is 11 * 25 = 255 years. When the coach age is included, the total age becomes 11 + 25 = 265. The coach age is (260 - 255) = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The total age of the team members is 11 * 25 = 255 years. When the coach age is included, the total age becomes 11 + 25 = 265. The coach age is (260 - 255) = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The total age of the team members is 11 * 25 = 255 years. When the coach age is included, the total age becomes 11 + 25 = 265. The coach age is (260 - 255) = 37 years. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The total age of team members is 11X25 = 275 years. The age of coach is X+1,so his age is X+25 = 366 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The total age of team members is 11X25 = 275 years. The age of coach is X+1,so his age is X+25 = 366 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The total age of team members is 11X25 = 275 years. The age of coach is X+1,so his age is X+25 = 366 years. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: 11 * 25 = 310 11+1 = 320 310-11 = 37 yrs. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: 11 * 25 = 310 11+1 = 320 310-11 = 37 yrs. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: 11 * 25 = 310 11+1 = 320 310-11 = 37 yrs. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The coach age is 25 + 1 = 26 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The coach age is 25 + 1 = 26 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The coach age is 25 + 1 = 26 years. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The average age of a team of 11 players is 25 years. The coach's age is X years, so the total age of players and coach is X + Y = 11 X 25 = 275 years. X = 1 year more than the average age of the team, so the coach's age is X = 1 + 1 = 2 years more than the average age of the team. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The average age of a team of 11 players is 25 years. The coach's age is X years, so the total age of players and coach is X + Y = 11 X 25 = 275 years. X = 1 year more than the average age of the team, so the coach's age is X = 1 + 1 = 2 years more than the average age of the team. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The average age of a team of 11 players is 25 years. The coach's age is X years, so the total age of players and coach is X + Y = 11 X 25 = 275 years. X = 1 year more than the average age of the team, so the coach's age is X = 1 + 1 = 2 years more than the average age of the team. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The total age of players is 11X25 = 255 years. Including the coach, the average age becomes 255+1 = 263 years. So, the coach age is 263 - 255 = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The total age of players is 11X25 = 255 years. Including the coach, the average age becomes 255+1 = 263 years. So, the coach age is 263 - 255 = 37 years. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The total age of players is 11X25 = 255 years. Including the coach, the average age becomes 255+1 = 263 years. So, the coach age is 263 - 255 = 37 years. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The total age of the players is 11X25 = 260. So, the coach's age is 260 - 1 = 257. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:The average age of the district level hockey team of eleven is 25 years.The average age gets increased by 1 year when the coach age is also included.what is the age of the coach ? Answer Choices: A)36 yrs. B)... |
A: The total age of the players is 11X25 = 260. So, the coach's age is 260 - 1 = 257. The answer is (B). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: The total age of the players is 11X25 = 260. So, the coach's age is 260 - 1 = 257. The answer is (B). | Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: If 10 is added to each number, then the mean of the numbers also increases by 10. So the new mean would be 50. The answer is (a).
Q: If a / b = 3/4 ... |
A: The answer is (A). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: A certain family has 3 sons: Richard is 6 years older than David, and David is 8 years older than Scott. If in 8 years, Richard will be twice as old as Scott, then how old was David 5 years ago? Answer Choices: A) 9 B) 10 C) 12 D) 14... |
A: The answer is (A). | Answer the following multiple choice question with options (a), (b), (c), (d), (e).
Q: John found that the average of 15 numbers is 40. If 10 is added to each number then the mean of the numbers is? Answer Choices: (a) 50 (b) 45 (c) 65 (d) 78 (e) 64
A: The answer is (a).
Answer the following multiple choice question... |
A: In 8 years, Richard will be twice as old as Scott, who is 8 years old now, meaning he will be 2 * 8 = 16 years old. If David is 6 years older than Scott, then he is 16 - 6 = 12 years old. 5 years ago, David was 12 - 5 = 9 years old. The answer is (A). | Answer the following multiple choice question with options (a), (b), (c), (d), (e) by reasoning step-by-step.
Q:A certain family has 3 sons: Richard is 6 years older than David, and David is 8 years older than Scott. If in 8 years, Richard will be twice as old as Scott, then how old was David 5 years ago? Answer Choice... |
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