Question
span lang="EN-US"> In the group of 100 players, 44 can play Chess, 50 can play Rugby and 34 can play Tennis. 14 players can play both Rugby and Tennis, 16 players can play both Rugby and Chess whereas 12 can play both Chess and Tennis. 4 players can play all the three games. Then the number of players who do not play any of three games is
Solution
The number of players who plays any of three games = 44+50+34 – ( 14+ 16 + 12 ) + 4 = 90 So the players who do not play any of three games = 100 – 90 = 10
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