If n(A - B) = 36, n(B - A) = 40 and n (A∩B)=24, then n (A∪B)= ___
n(A−B)=36
n(A∩B)=24
n(B−A)=40
n(A∪B)=n(A−B)+n(A∩B)+n(B−A)
=36+24+40
=100