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Refer to the data below and answer the questions that follow.
In a year prior to the Olympics, all the participating athletes were required to undergo dope tests conducted by the Anti-Doping Association.
The tests of the athletes were done five times. The first test was done in February, the second in April, the third in August, the fourth in October, and the fifth in December. Only the athletes who passed the test in February were eligible for the test in April. Only those who passed the test in April were eligible for the test in August and those who passed in August were tested in October, and so on so forth.
During a test, an athlete was tested for the presence of exactly one of the five banned substances - A, B, C, D or E. An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.
The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.
Q. How many athletes were tested for the presence of exactly one banned substance?
  • a)
    490
  • b)
    510
  • c)
    520
  • d)
    Cannot be determined
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Refer to the data below and answer the questions that follow.In a year...
Number of athletes tested for the presence of at least one banned substance = Total number athletes tested in February = 105 + 245 + 345 + 130 + 95 = 920
Number of athletes tested for the presence of at least two banned substances = Total number athletes tested in April = 75 + 100 + 87 + 100 + 68 = 430
Therefore, the number of athletes who were tested for the presence of exactly one banned substance = 920 – 430 = 490.
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Most Upvoted Answer
Refer to the data below and answer the questions that follow.In a year...
Number of athletes tested for the presence of at least one banned substance = Total number athletes tested in February = 105 + 245 + 345 + 130 + 95 = 920
Number of athletes tested for the presence of at least two banned substances = Total number athletes tested in April = 75 + 100 + 87 + 100 + 68 = 430
Therefore, the number of athletes who were tested for the presence of exactly one banned substance = 920 – 430 = 490.
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Refer to the data below and answer the questions that follow.In a year prior to the Olympics, all the participating athletes were required to undergo dope tests conducted by the Anti-Doping Association.The tests of the athletes were done five times. The first test was done in February, the second in April, the third in August, the fourth in October, and the fifth in December. Only the athletes who passed the test in February were eligible for the test in April. Only those who passed the test in April were eligible for the test in August and those who passed in August were tested in October, and so on so forth.During a test, an athlete was tested for the presence of exactly one of the five banned substances - A, B, C, D or E. An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.SupposeX = The number of Athletes who failed the test in February due to the presence of substance other than A.Y = The number of Athletes who failed the test in February due to the presence of any of the five substances.What can be the approximate minimum value of X, when expressed as a percentage of Y?

In the 2006 Common Wealth games, there was participation from five different countries - USA, China, UK, Australia and Japan. From each of these five countries there were athletes participating in one of the five following events: shot put, javelin, high jump, long jump and marathon. Each participant was allowed to participate in exactly one of the five events.Further it is known that there were at least two participants and at most ten participants from each country and the total number of participants from all the five countries put together was a perfect square.The following information is also available:I. The number of participants in javelin was exactly half the number of participants in each of the other events.II. USA sent an equal number of participants in shot put, high jump and long jump.III. The maximum number of participants sent by Japan is for the long jump event and each country sent at least one participant for the long jump and shot put events.IV. The number of participants from China was two more than that from USA, which in turn was one more than that from UK, which in turn was one more than that from Australia which in turn was one more than that from Japan.V. Except Japan, all the other countries sent at least one participant for the javelin event while Japan sent at least one participant in each of the remaining events.VI. The number of participants sent by China for each of the events was different and there were no participants from China for the high jump event.VII. The number of participants in the marathon event sent by all the other countries other than China is equal.Q. How many countries did not send even a single participant in any one event?

Group QuestionAnswer the following question based on the information given below.In the 2006 Common Wealth games, there was participation from five different countries - USA, China, UK, Australia and Japan. From each of these five countries there were athletes participating in one of the five following events: shot put, javelin, high jump, long jump and marathon. Each participant was allowed to participate in exactly one of the five events.Further it is known that there were at least two participants and at most ten participants from each country and the total number of participants from all the five countries put together was a perfect square.The following information is also available:I. The number of participants in javelin was exactly half the number of participants in each of the other events.II. USA sent an equal number of participants in shot put, high jump and long jump.III. The maximum number of participants sent by Japan is for the long jump event and each country sent at least one participant for the long jump and shot put events.IV. The number of participants from China was two more than that from USA, which in turn was one more than that from UK, which in turn was one more than that from Australia which in turn was one more than that from Japan.V. Except Japan, all the other countries sent at least one participant for the javelin event while Japan sent at least one participant in each of the remaining events.VI. The number of participants sent by China for each of the events was different and there were no participants from China for the high jump event.VII. The number of participants in the marathon event sent by all the other countries other than China is equal.Q. For which event did China send the maximum number of Marks participants?

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Refer to the data below and answer the questions that follow.In a year prior to the Olympics, all the participating athletes were required to undergo dope tests conducted by the Anti-Doping Association.The tests of the athletes were done five times. The first test was done in February, the second in April, the third in August, the fourth in October, and the fifth in December. Only the athletes who passed the test in February were eligible for the test in April. Only those who passed the test in April were eligible for the test in August and those who passed in August were tested in October, and so on so forth.During a test, an athlete was tested for the presence of exactly one of the five banned substances - A, B, C, D or E. An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.How many athletes were tested for the presence of exactly one banned substance?a)490b)510c)520d)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer?
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Refer to the data below and answer the questions that follow.In a year prior to the Olympics, all the participating athletes were required to undergo dope tests conducted by the Anti-Doping Association.The tests of the athletes were done five times. The first test was done in February, the second in April, the third in August, the fourth in October, and the fifth in December. Only the athletes who passed the test in February were eligible for the test in April. Only those who passed the test in April were eligible for the test in August and those who passed in August were tested in October, and so on so forth.During a test, an athlete was tested for the presence of exactly one of the five banned substances - A, B, C, D or E. An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.How many athletes were tested for the presence of exactly one banned substance?a)490b)510c)520d)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer? for CAT 2025 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about Refer to the data below and answer the questions that follow.In a year prior to the Olympics, all the participating athletes were required to undergo dope tests conducted by the Anti-Doping Association.The tests of the athletes were done five times. The first test was done in February, the second in April, the third in August, the fourth in October, and the fifth in December. Only the athletes who passed the test in February were eligible for the test in April. Only those who passed the test in April were eligible for the test in August and those who passed in August were tested in October, and so on so forth.During a test, an athlete was tested for the presence of exactly one of the five banned substances - A, B, C, D or E. An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.How many athletes were tested for the presence of exactly one banned substance?a)490b)510c)520d)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer? covers all topics & solutions for CAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Refer to the data below and answer the questions that follow.In a year prior to the Olympics, all the participating athletes were required to undergo dope tests conducted by the Anti-Doping Association.The tests of the athletes were done five times. The first test was done in February, the second in April, the third in August, the fourth in October, and the fifth in December. Only the athletes who passed the test in February were eligible for the test in April. Only those who passed the test in April were eligible for the test in August and those who passed in August were tested in October, and so on so forth.During a test, an athlete was tested for the presence of exactly one of the five banned substances - A, B, C, D or E. An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.How many athletes were tested for the presence of exactly one banned substance?a)490b)510c)520d)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer?.
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An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.How many athletes were tested for the presence of exactly one banned substance?a)490b)510c)520d)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer? defined & explained in the simplest way possible. 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An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.How many athletes were tested for the presence of exactly one banned substance?a)490b)510c)520d)Cannot be determinedCorrect answer is option 'A'. 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An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.How many athletes were tested for the presence of exactly one banned substance?a)490b)510c)520d)Cannot be determinedCorrect answer is option 'A'. 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An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.How many athletes were tested for the presence of exactly one banned substance?a)490b)510c)520d)Cannot be determinedCorrect answer is option 'A'. 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An athlete already tested for the presence of a particular substance was not tested for the presence of the same substance in subsequent test(s) during the year.The table given below shows the number of athletes tested in each of the five months for the different banned substances. Finally, only 91 athletes passed the tests, and were cleared to participate in the Olympics. An athlete is said to pass the test conducted for the presence of a banned substance, when that particular banned substance is not detected in the blood sample of the athlete.Q.How many athletes were tested for the presence of exactly one banned substance?a)490b)510c)520d)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer? tests, examples and also practice CAT tests.
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