Consider three particles A, B and C, each with an attribute S that can take two...

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Consider three particles A, B and C, each with an attribute S that can take two value 1. Let S =1, S =1 and Sc = 1 at a given instant. In the next instant, each S value can change to-S with probability 1/3. The probability that S+ S + Sc remains unchanged is: (a) 2/3 (c) 2/9 (b) 1/3 (d) 4/9 Consider three particles A, B and C, each with an attribute S that can take two value 1. Let S =1, S =1 and Sc = 1 at a given instant. In the next instant, each S value can change to-S with probability 1/3. The probability that S+ S + Sc remains unchanged is: (a) 2/3 (c) 2/9 (b) 1/3 (d) 4/9

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Probability of each outcome At any given instant there is a 13 probability that the value ... View the full answer