" Negation of the statement "sim p rarr(q vv r)

Negation of the statement p rarr (q ^^ r) is

Negation of the statement ~ p to (q vv r) is

Negation of the statement ~ p to (q vv r) is

Negation of the statement p rarr(p vv sim q) is

Negation of the statement (p vv r) rArr (q vv r) is :

Negation of the statement (p^^r)rarr(r vv q) is-

Negation of the statement ~p to (q vv r) is

Let p, q, r denote three arbitrary statements. The logically equivalent of the statement p rarr (q vv r) is

Negation of the statement (p ^^ r) -> (r vv q) is-