The1TL
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How can I prove this:
Let A, B, and C be non empty sets. If A is bijective to B, then A x C is bijective to B x C.
also if A and B are bijective Power set of A is bijective to Power set of B
and finally Fun(A,C) is bijective to Fun(B,C)
Let A, B, and C be non empty sets. If A is bijective to B, then A x C is bijective to B x C.
also if A and B are bijective Power set of A is bijective to Power set of B
and finally Fun(A,C) is bijective to Fun(B,C)