Question: Python exercise Complete the function named demorgan2 that will verify the following version of DeMorgan's Law for sets A, B, and V: V(AB)=(VA)(VB) where: A

Python exercise

Complete the function named demorgan2 that will verify the following version of DeMorgan's Law for sets A, B, and V:


V−(A∩B)=(V−A)∪(V−B)


where:


A and B must be subsets of V

The minus sign indicates the set difference operation

∪ indicates the union operation

∩ indicates the intersection operation

Using this function definition line:


def demorgan2(V,A,B):

where A and B are subsets of V.


First compute: V−(A∩B)

Then compute: (V−A)∪(V−B)

If the two are equal, return True; otherwise, return False.

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