p → (q ∨ r) is false, then the true values of p, q, r respectively are
T, T, F
T,F,T
F,T,T
F,F,T
p → (∼ q ∨ r) is F
⇒ p is T, ∼q ∨ r is F
⇒ p is T, ∼q is F, r is F
⇒ p is T, q is T, r is F
If (p ∧∼r)→(∼p ∨ q) is false, then the truth values of p,q,r respectively, are
If p⇒(q∨r) is false, then the truth values of p,q,r are respectively