Let S = E₁ UE₂U... U Ek where the events E₁, E2,..., Ek are mutually exclusive and (obviously) exhaustive. (a) If P(E₁)

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answerhappygod
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Let S = E₁ UE₂U... U Ek where the events E₁, E2,..., Ek are mutually exclusive and (obviously) exhaustive. (a) If P(E₁)

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Let S E Ue U U Ek Where The Events E E2 Ek Are Mutually Exclusive And Obviously Exhaustive A If P E 1
Let S E Ue U U Ek Where The Events E E2 Ek Are Mutually Exclusive And Obviously Exhaustive A If P E 1 (16.24 KiB) Viewed 26 times
Let S = E₁ UE₂U... U Ek where the events E₁, E2,..., Ek are mutually exclusive and (obviously) exhaustive. (a) If P(E₁) = P(E₂) = P(Ek), show that P(E₁) = 1/k, i=1,2,..., k. (b) If E= E₁ UE₂U...UEh where h<k and (24a) holds, prove that P(E)= h/k. = ....
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