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U = {x | x is a prime number not greater than 20} = {2,3,5,7, 1 1, 13, 17, 19}

From (complement UA)∩b = {7 }-A-There is no 7 in A, and there is 7 in B.

According to the complement set u (a ∪ b) = {2, 17}, there is no 2 and 17 in A and B.

From A∩ (complement UB) = {3 3,5}-A contains 3, and B does not contain 3,5.

1 1, 13, 19 is the intersection of a and b, so A = {3 3,5, 1 1, 13,19.

B={7, 1 1, 13, 19}