show that A union B = A intersection C if B is not equal to C
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The given question is incomplete in a sense. If there is ever a condition such that A∩B=B∩C, then it is quite easy to prove it mathematically.
Consider the example:
A={1,2,3,4}
B={3,4,7,8}
C={3,4,5,6}
Here,
B∩C = {3,4} = A∩B = {3,4}
And so, A∩C = {3,4}
Thus, the statement is correct.
But without this condition, it is not possible to prove the statement by any manner
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