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Suppose that we are trying to prove that p and (q or r) implies p xor (not q and not r). Is the following a
Suppose that we are trying to prove that "p and (q or r)" implies "p xor (not q and not r)". Is the following a valid strategy? Assume "p and (q or r)", derive "(p and q) or (p and r)", then assume "(p and q) or (p and r), and derive "p xor (not q and not r)" Select one: O True False
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