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Read the proposition and the implication shown below. “If the medicine cures cough, it is red.” Which statement is a contrapositive to the proposition and logically equivalent to it?
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\(\textbf{Statement: } if~p~then~q.\) \(\textbf{Contrapositive: } if ~ not ~ q ~ then ~ not ~ p.\)
\(P = \text{medicine cures cough}\) \(Q = \text{it is red}\)
Is this correct If the medicine is not red, it does not cure cough.
Yes, correct.
Not this? If the medicine does not cure cough, it is red. Just making sure
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Nope, that's not the contrapositive.
Thank you so much!
You're welcome!
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