MathematicsEasy115×since 2008Q4361Let p, q, r be three logical statements. Consider the compound statements S1:((∼p)∨q)∨((∼p)∨r){S_1}:(( \sim p) \vee q) \vee (( \sim p) \vee r)S1:((∼p)∨q)∨((∼p)∨r) and S2:p→(q∨r){S_2}:p \to (q \vee r)S2:p→(q∨r) Then, which of the following is NOT true?AIf S₂ is True, then S₁ is TrueBIf S₂ is False, then S₁ is FalseCIf S₂ is False, then S₁ is TrueDIf S₁ is False, then S₂ is FalseCheck answerSkip