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1. (a) Assume the sample space C= {1,2,3,4,5,6} and the σ-field B of C contains the sets {1} and {2,5}. Find all the sets in B.
(b) If P is a probability set function on B,P : B→ [0,1] such that P({1}) = 1/5 and P({2,5}) = 1/4 find P on every other set of B.
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