Which of the following are true for the conditional statement p → q ? Select all that apply.

If p then q.
p, therefore q.
q, if p.
p is a sufficient condition for q.
p is q if and only if q is p.

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LLLLLLLLLLLLLLL11 LLLLLLLLLLLLLLL11 · Answer 1 · 2017-11-02T19:14:13+01:00

If p then q. P, therefore q.

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oeerivona oeerivona · Answer 2 · 2021-08-11T00:27:03+02:00

The true statements for the conditional statement p → q are;

If p then q

p, therefore q

q, if p

p is enough condition for q

Reason for the above selection

The conditional statement p → q is read as If p then q

The deductive validity of the conditional statement is; p, therefore q

The conditional statemen, p → q also means;

1) q, if p

2) q, provided p

3) p, only of q

4) p implies q

5) q whenever, p

6) p is enough condition for q

7) q is a necessary condition for p

Therefore, the correct statements are;

If p then q

p, therefore q

q, if p

p is enough condition for q

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