Two coins are tossed together 625 times and the out comes are
1) no tail: 225 times
2) one tail: 180 times
3) two tails: 220 times
two coins are tossed once again . Find the probability of
a) getting at least one tail.
B) getting both heads
c) getting one tail and one head

Total number of times that the 2 coins are tossed = 625Total number of possible outcomes = 6251. Number of times 1 tail appears = 180Number of times 2 tail appears = 220Number of times at leats 1 tail appears = 180 + 220 = 400Number of favourable outcomes = 400Required probability = Number of favourable outcomes Total number of possible outcomes = 400625 = 16252. Number of times 2 heads appears = 225Number of favourable outcomes = 225Required probability = Number of favourable outcomes Total number of possible outcomes = 225625 = 9253.Number of times 1 tail and 1 head appears = 180Number of favourable outcomes = 180Required probability = Number of favourable outcomes Total number of possible outcomes = 180625 = 36125

  • 7
A ]   6/5
B }   9/25
C }   9/5
 
  • -3
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