In 1-3 assume that B is a Boolean algebra with operations = and ‘ . Give the reasons needed to fill in the blanks in the proofs using only the axioms for a Boolean algebra.1. Idempotent law for’ : For every a in B, ???
Let be any element of .
Let be the Boolean algebra, with the operations, addition “ ”and multiplication” ”
Suppose is any element of .
Then, is the complement of .
By tile Identity law for multiplication” ”
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