Suppose that U is a universal set with subsets A, B, and C, and that:

n(u) = 200

n(A) = 78

n(B) = 94

n(C) = 90

n (A B) = 38

n(A C) = 44

n(B C) = 48

n(A B C) = 17

Find each of the following:

33.n(A U B U C)

34. n(A^c U B U C)

35. n(A U B^c U C^c)

36. n(A U (B C))

37. n(A (B U C))

38.n(A U (B C)^c)

39.n(A (B U C)^c)

40.n(A^c (B^c U C)^c)