1.Consider the two statements:(S1):(p→q)∨(¬q→p)(S_1): (p \rightarrow q) \lor (\neg q \rightarrow p)(S1):(p→q)∨(¬q→p) is a tautology.(S2):(p∧¬q)∧(¬p∨q)(S_2): (p \land \neg q) \land (\neg p \lor q)(S2):(p∧¬q)∧(¬p∨q) is a fallacy.Then:a.only (S1)(S_1)(S1) is true.b.both (S1)(S_1)(S1) and (S2)(S_2)(S2) are false.c.only (S2)(S_2)(S2) is true.d.both (S1)(S_1)(S1) and (S2)(S_2)(S2) are true.Login to continueOnly logged in users canattempt or see the solution.
