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In a school there are three sports - Football, Cricket & Chess being played by the students in the academic year 2014-15. Due to popular demand, a swanky new swimming pool was built in the next academic year on the conditions that no student gives up their current sport nor takes up a new sport other than swimming. Also, 30 new students were added to the school. The following information is given:
i. The total number of students playing Football, Cricket and Chess are 40, 45 and 35 respectively.
ii. All new students indulged only in Swimming while no footballer took up Swimming, while a total of 13 students played exactly three sports in 2015-16.
iii. In 2014-15, the total number of students who played exactly two sports were 25.
iv. In 2014-15, the number of students playing any of either two or three sports are in multiples of 5.
v. In 2014-15, the number of students playing both Football and Chess is the least possible. vi. In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.
 
Q. If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?
    Correct answer is '20'. Can you explain this answer?
    Verified Answer
    In a school there are three sports - Football, Cricket Chess being pl...
    From the venn diagram in the first question of the set, the number of students in 2015-16 who play at least two sports but not swimming = 10 + 5 + 5 + 10 = 30
    The total number of students who play at least two sports inclusive of swimming will be the number of old students who started swimming in 2015-16 = 47 - 30 = 17.
    The percentage of old students who started swimming = (17/85)x100 = 20%
    Answer: 20
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    In a school there are three sports - Football, Cricket Chess being played by the students in the academic year 2014-15. Due to popular demand, a swanky new swimming pool was built in the nextacademic year on the conditions that no student gives up their current sport nor takes up a new sport other than swimming. Also, 30 new students were added to the school. The following information is given:i. The total number of students playing Football, Cricket and Chess are 40, 45 and 35 respectively.ii. All new students indulged only in Swimming while no footballer took up Swimming, while a total of 13 students played exactly three sports in 2015-16.iii. In 2014-15, the total number of students who played exactly two sports were 25.iv. In 2014-15, the number of students playing any of either two or three sports are in multiples of 5.v. In 2014-15, the number of students playing both Football and Chess is the least possible. vi. In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.Q.If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?Correct answer is '20'. Can you explain this answer?
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    In a school there are three sports - Football, Cricket Chess being played by the students in the academic year 2014-15. Due to popular demand, a swanky new swimming pool was built in the nextacademic year on the conditions that no student gives up their current sport nor takes up a new sport other than swimming. Also, 30 new students were added to the school. The following information is given:i. The total number of students playing Football, Cricket and Chess are 40, 45 and 35 respectively.ii. All new students indulged only in Swimming while no footballer took up Swimming, while a total of 13 students played exactly three sports in 2015-16.iii. In 2014-15, the total number of students who played exactly two sports were 25.iv. In 2014-15, the number of students playing any of either two or three sports are in multiples of 5.v. In 2014-15, the number of students playing both Football and Chess is the least possible. vi. In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.Q.If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?Correct answer is '20'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about In a school there are three sports - Football, Cricket Chess being played by the students in the academic year 2014-15. Due to popular demand, a swanky new swimming pool was built in the nextacademic year on the conditions that no student gives up their current sport nor takes up a new sport other than swimming. Also, 30 new students were added to the school. The following information is given:i. The total number of students playing Football, Cricket and Chess are 40, 45 and 35 respectively.ii. All new students indulged only in Swimming while no footballer took up Swimming, while a total of 13 students played exactly three sports in 2015-16.iii. In 2014-15, the total number of students who played exactly two sports were 25.iv. In 2014-15, the number of students playing any of either two or three sports are in multiples of 5.v. In 2014-15, the number of students playing both Football and Chess is the least possible. vi. In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.Q.If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?Correct answer is '20'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for In a school there are three sports - Football, Cricket Chess being played by the students in the academic year 2014-15. Due to popular demand, a swanky new swimming pool was built in the nextacademic year on the conditions that no student gives up their current sport nor takes up a new sport other than swimming. Also, 30 new students were added to the school. The following information is given:i. The total number of students playing Football, Cricket and Chess are 40, 45 and 35 respectively.ii. All new students indulged only in Swimming while no footballer took up Swimming, while a total of 13 students played exactly three sports in 2015-16.iii. In 2014-15, the total number of students who played exactly two sports were 25.iv. In 2014-15, the number of students playing any of either two or three sports are in multiples of 5.v. In 2014-15, the number of students playing both Football and Chess is the least possible. vi. In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.Q.If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?Correct answer is '20'. Can you explain this answer?.
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In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.Q.If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?Correct answer is '20'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of In a school there are three sports - Football, Cricket Chess being played by the students in the academic year 2014-15. Due to popular demand, a swanky new swimming pool was built in the nextacademic year on the conditions that no student gives up their current sport nor takes up a new sport other than swimming. Also, 30 new students were added to the school. The following information is given:i. The total number of students playing Football, Cricket and Chess are 40, 45 and 35 respectively.ii. All new students indulged only in Swimming while no footballer took up Swimming, while a total of 13 students played exactly three sports in 2015-16.iii. In 2014-15, the total number of students who played exactly two sports were 25.iv. In 2014-15, the number of students playing any of either two or three sports are in multiples of 5.v. In 2014-15, the number of students playing both Football and Chess is the least possible. vi. In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.Q.If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?Correct answer is '20'. Can you explain this answer?, a detailed solution for In a school there are three sports - Football, Cricket Chess being played by the students in the academic year 2014-15. Due to popular demand, a swanky new swimming pool was built in the nextacademic year on the conditions that no student gives up their current sport nor takes up a new sport other than swimming. Also, 30 new students were added to the school. The following information is given:i. The total number of students playing Football, Cricket and Chess are 40, 45 and 35 respectively.ii. All new students indulged only in Swimming while no footballer took up Swimming, while a total of 13 students played exactly three sports in 2015-16.iii. In 2014-15, the total number of students who played exactly two sports were 25.iv. In 2014-15, the number of students playing any of either two or three sports are in multiples of 5.v. In 2014-15, the number of students playing both Football and Chess is the least possible. vi. In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.Q.If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?Correct answer is '20'. Can you explain this answer? has been provided alongside types of In a school there are three sports - Football, Cricket Chess being played by the students in the academic year 2014-15. Due to popular demand, a swanky new swimming pool was built in the nextacademic year on the conditions that no student gives up their current sport nor takes up a new sport other than swimming. Also, 30 new students were added to the school. The following information is given:i. The total number of students playing Football, Cricket and Chess are 40, 45 and 35 respectively.ii. All new students indulged only in Swimming while no footballer took up Swimming, while a total of 13 students played exactly three sports in 2015-16.iii. In 2014-15, the total number of students who played exactly two sports were 25.iv. In 2014-15, the number of students playing any of either two or three sports are in multiples of 5.v. In 2014-15, the number of students playing both Football and Chess is the least possible. vi. In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.Q.If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?Correct answer is '20'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice In a school there are three sports - Football, Cricket Chess being played by the students in the academic year 2014-15. Due to popular demand, a swanky new swimming pool was built in the nextacademic year on the conditions that no student gives up their current sport nor takes up a new sport other than swimming. Also, 30 new students were added to the school. The following information is given:i. The total number of students playing Football, Cricket and Chess are 40, 45 and 35 respectively.ii. All new students indulged only in Swimming while no footballer took up Swimming, while a total of 13 students played exactly three sports in 2015-16.iii. In 2014-15, the total number of students who played exactly two sports were 25.iv. In 2014-15, the number of students playing any of either two or three sports are in multiples of 5.v. In 2014-15, the number of students playing both Football and Chess is the least possible. vi. In 2014-15, the number of students playing both Football and Cricket is equal to the number of students playing both Chess and Cricket.Q.If the total number of students who play at least two sports in 2015-16 is 47, then what is the percentage of old students who started swimming in 2015-16?Correct answer is '20'. Can you explain this answer? tests, examples and also practice CAT tests.
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