Inclusion-exclusion principle for three events


(a) The inclusion-exclusion principle for three events A, B, and C is P(A[B[C) = P(A)+P(B)+P(C)-P(A\B)-P(A\C)-P(B\C)+P(A\B\C)

Prove this result.

(b) Suppose three fair dice are rolled. Use part (a) to calculate the probability that at least one even number is observed.

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Basic Statistics: Inclusion-exclusion principle for three events
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