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Let B1,⋯ ,BnB_1,\cdots,B_nB1,⋯,Bn be disjoint events such that ∪i=1nBi=Ω\cup_{i=1}^nB_i=\Omega∪i=1nBi=Ω and let A⊂ΩA\subset\OmegaA⊂Ω then P(A)=∑i=1nP(A∣Bi)P(Bi)P(A)=\sum^n_{i=1}P(A|B_i)P(B_i)P(A)=i=1∑nP(A∣Bi)P(Bi)
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