From the conditional statement that you wrote, determine if the inverse, converse, and contrapositive are logically equivalent.
If we shoot Dr. Madness in the heart, then he will be defeated. Converse: If he is defeated, then we shot him in the heart. Inverse: If Dr. Madness is not shot in the heart, then he will not be defeated. Contropositive: If Dr. Madness has not been defeated, then we have not shot him in the heart.
contraP, by default, is always logically equivalent
So would that be the only one that is logically equivalent? I dont understand what it means.
it the only one that is a sure bet, there might be others tho ....
How do you know?
read the first one, are there other ways for that statement to be true?
: If he is defeated, then we shot him in the heart. can he be defeated in another way? if so then the conclusion is not a logical consequence of the premise
If Dr. Madness is not shot in the heart, then he will not be defeated. is shot in the heart the only way to defeat him?
Oh i get it, thank you :)
good luck :)
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