Let n(A−B) = 25+x, n(B−A) = 2x and n(A∩B) = 2x. If n(A) = 2(n(B)) then the value of 'x' is ___.

Let n(A−B) = 25+x, n(B−A) = 2x and n(A∩B) = 2x. If n(A) = 2(n(B)

1.	Let n(A−B) = 25+x, n(B−A) = 2x and n(A∩B) = 2x. If n(A) = 2(n(B)) then the value of 'x' is ___.
Answer» Let $n (A - B)$ = $25 + x$ , $n (B - A)$ = $2 x$ and $n (A \cap B)$ = $2 x$ . If n(A) = 2(n(B)) then the value of 'x' is ___.