If P implies Q, an equivalent statement is
(A) Q implies P
(B) Q is a necessary condition for P
(C) P is a necessary condition for Q
(D) Not P implies Q
(E) Not P implies not Q

Question

If P implies Q, an equivalent statement is (A) Q implies P (B) Q is a necessary condition for P (C) P is a necessary condition for Q (D) Not P implies Q (E) Not P implies not Q

Pawan Prajapati · Answer

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If P implies Q, an equivalent statement is (A) Q implies P (B) Q is a necessary condition for P (C) P is a necessary condition for Q (D) Not P implies Q (E) Not P implies not Q

If P implies Q, an equivalent statement is
(A) Q implies P
(B) Q is a necessary condition for P
(C) P is a necessary condition for Q
(D) Not P implies Q
(E) Not P implies not Q

1 Answers

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If P implies Q, an equivalent statement is (A) Q implies P (B) Q is a necessary condition for P (C) P is a necessary condition for Q (D) Not P implies Q (E) Not P implies not Q

If P implies Q, an equivalent statement is (A) Q implies P (B) Q is a necessary condition for P (C) P is a necessary condition for Q (D) Not P implies Q (E) Not P implies not Q

1 Answers

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If P implies Q, an equivalent statement is
(A) Q implies P
(B) Q is a necessary condition for P
(C) P is a necessary condition for Q
(D) Not P implies Q
(E) Not P implies not Q