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Geometry

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p is False while q is True

GEOM-JQRFFG

Why is it that if statement $p$ is false, and statement $q$ is true, then $p\_q$ is considered true?

A

Because the important thing to consider is whether or not the dependent part of the statement is true

B

Because as long as one statement is true, they are all true

C

Because whenever you are in doubt, you should say the statements are true

D

Because implications are usually true overall