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A problem about set in mathematics.
The general idea to solve the problem is as follows:

1, according to U = {1, 2,3,4,5}, A∪B=U, which should be A∪B = empty set; It can be concluded that sets A and B divide set U equally, and there are no repeated elements;

2. According to the condition that a ∩ (cub) = {1, 2}, we can judge the set a = {1, 2}; The meaning of this condition, the complement of a and b in set u; According to A∪B=U, we can get the set b = {3 3,4,5};

The solution to the problem should be like this. I hope it helps you. If you don't understand, you can continue to ask.