16.
Prove the following by constructing t
(i) (p v q) vr + pv (q vr) (
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it is because of the following equivalence law, which you can prove from a truth table:
r→s≡¬r∨s.
If you let r=p∧q and s=p∨q, you get what you are looking for, namely that
(p∧q)→(p∨q)≡¬(p∧q)∨(p∨q).
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