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A circular disc with 3 sectors marked as alphabet O, A, B has circumference 1. The alphabet coming infront of marker is noted down after each spin. Assume boundary of sectors do not come infront of marker. It is spun 6 times around its center and resulting alphabet which comes infront of marker are noted down in order. If the probability that the word BAOBAA to be formed is maximized, then (where x, y, z respectively denotes the probability of occurrence of alphabet O, A, B), |
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Answer» A circular disc with 3 sectors marked as alphabet O, A, B has circumference 1. The alphabet coming infront of marker is noted down after each spin. Assume boundary of sectors do not come infront of marker. It is spun 6 times around its center and resulting alphabet which comes infront of marker are noted down in order. If the probability that the word BAOBAA to be formed is maximized, then (where x, y, z respectively denotes the probability of occurrence of alphabet O, A, B),
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