Question
Download Solution PDFIn a group of 100 children, 64 children like to play cricket, 53 children like to play football and 20 children like to play both cricket and football. How many children do NOT like to play cricket or football?
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFGiven:
Total number of children = 100
Number of children who likes to play cricket = 64
Number of children who likes to play football = 53
Number of students who play both cricket and football = 20
Concept used:
Number of children who do not like any of cricket or football = Total number of children – (Total number of people who likes cricket only and football only + Who likes both)
Calculation:
Number of children who plays cricket only = (64 – 20) = 44
Number of children who plays football only = (53 – 20) = 33
Total number of people who likes cricket only + football only + Who likes both = (44 + 33 + 20)
⇒ 97
Number of children who do not like any of cricket or football = 100 – 97
⇒ 3
∴ Number of children who do not like any of cricket or football is 3
Last updated on Jun 26, 2025
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