Let X={a, e, i, o, u} and Y={a, g, o, f}.verify that n(A-B) =n(A) -n(A intersection B)
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A={a,e,I,o,u}
and
B={a,g,I,f}
so,
n(A - B)={e,i,u}
so,
n(A - B)=3.
so,
A-(A n B) = {e , i , u}
n[A-(A n B)] = 3
hence ,we concluded that ,
n (A - B) =n(A) -n (A intersection B)
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