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A game of chance consists of spinning an arrow on a circular board, divided into 8 equal parts, which comes to rest pointing at one of the numbers 1,2, 3 (Fig.), which are equally likely What is the probability that the atrow outcomes Wi at (i) an odd number (ii) a number greater than 3 (iii) a number less than 9 |
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Answer» Here, total number of outcomes`(n(S)) = 8` (i) Number of possible outcomes that arrow will point at odd number ` = 4` `:.` Probability that arrow will point at odd number ` = 4/8 = 1/2` (ii)Number of possible outcomes that arrow will point at a number greater than `3 = 5` `:.` Probability that arrow will point at a number greater than `3 = 5/8` (iii)Number of possible outcomes that arrow will point at a number less than `9 = 8` `:.` Probability that arrow will point at a number less than `9 = 8/8 = 1` |
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