In order to prove the statement “If p then q” we need to show that:

By assuming that p is true, prove that q must be true.

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By assuming that p is false, prove that q must be true

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By assuming that p is not true, prove that q must be true.

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By assuming that p is true, prove that q must be false.

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Solution

The correct option is B
By assuming that p is false, prove that q must be true

In order to prove the statement “If p then q” we need to show that “By assuming that p is false, prove that q must be true”.

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