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When two unbiased dice are thrown , the probability that they show up different numbers is
when the two unbiased dice are thrown the number of totalΒ cases are = 36Β
let the both the dice show the same number then cases are = (1,1), (2,2), (3,3),(4,4),(5,5) and (6,6) = 6Β
then the probility of getting different number = 1 - probility of getting same number on both diceΒ
then the probility of getting different number= 1 - 6\36
then the probility of getting different number = 1-1\6Β
then the probility of getting different number = 5\6Β AnswerΒ
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