Difference between revisions of "Converse"

(the converse and inverse of a statement are logically equivalent)
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The converse of a conditional statement <math>p \to q</math> is logically equivalent to the inverse of the statement, <math>\neg{p}\to\neg{q}</math>
 
The converse of a conditional statement <math>p \to q</math> is logically equivalent to the inverse of the statement, <math>\neg{p}\to\neg{q}</math>
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Latest revision as of 17:34, 24 July 2018

The converse of a conditional statement $p \to q$ is $q \to p$.

The converse of a conditional statement $p \to q$ is logically equivalent to the inverse of the statement, $\neg{p}\to\neg{q}$

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