If the number of elements in (A~B)~C,(B~C)~A,(C~A)~B and A∩B∩C is 10, 15, 20 and 5 respectively then the number of elements in (A∆B)∆C is
35
50
40
45
(A∆B)∆C is disjoint union of (A~B)~C,(B~C)~A,(C~A)~B and A∩B∩C is 10+15+20+5=50.