If the truth value of the statement (P ∧(~R))→ ((~R) ∧Q) is F, then the truth value of which of the following is F?

Question

Accepted Answer

Correct answer: D. (d) X ⇒ Y is a false when X is true and Y is false So,P→T,Q→F,R→F (a) P∨Q→~R is T (b) R∨Q→~P is T (c) ~(P∨Q)→~R is T (d) ~(R∨Q)→~P is F

$If the truth value of the statement (P \land (~R)) \to ((~R) \land Q) is F, then the truth value of which of the following is F?$

Solution

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