If n(U) =360, n(A)=240 and n(B)=160, then find: (i) the maxmimum value of n(AnB)
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Step-by-step explanation:
maxmimum value of n(AnB)=160
if in n(U) u refers whole that is AUB then:
we know that,
n(AnB)=n(A)+n(B)-n(U)
n(AnB)=240+160-360
n(AnB)=40.
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