If p ---> q is true and P Ʌ q is false then the truth value of p and ~p respectively , are ....
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p→q is false only when p is true and q is false.
∴p→(q∨r) is false when p is true and (q∨r) is false, and
q∨r false when both q,r are false.
Hence T,F,F
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