1.Let p,q,rp, q, rp,q,r be three logical statements. Consider the compound statementsS1:((¬p)∨q)∨((¬p)∨r)S_1: ((\neg p) \lor q) \lor ((\neg p) \lor r)S1:((¬p)∨q)∨((¬p)∨r)S2:p→(q∨r)S_2: p \rightarrow (q \lor r)S2:p→(q∨r)Then, which of the following is NOT true?a.If S2S_2S2 is True, then S1S_1S1 is Trueb.If S2S_2S2 is False, then S1S_1S1 is Falsec.If S2S_2S2 is False, then S1S_1S1 is Trued.If S1S_1S1 is False, then S2S_2S2 is FalseLogin to continueOnly logged in users canattempt or see the solution.