Investigate the following theorems
(h) For sets A, B and C we have
i. A(B ? C) = (AB) ? (AC),
ii. A(B ? C) = (AB) ? (AC),
iii. A ?= B if and only if (AB) ? (BA) ?= ?,
iv. A ? B ? C if and only if A ? C and B ? C.
What happens in the extreme case(s) where some (or all) sets areempty?
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