The converse of the given statement is If you live in Canada, then you live in Toronto.
We interchange the hypothesis and conclusion of the statement to get the converse of the statement. The converse statement is the complete opposite of the conditional statement. Let us take a statement If is p, then is q. In this statement, p is the hypothesis and q is the conclusion. By interchanging the hypothesis and conclusion i.e. p and q, we get the converse of the statement. The converse of the statement can be written as: If is q, then is p. The converse of a statement p ⇒ q is q ⇒ p.
In the given statement: If you live in Toronto, then you live in Canada.
Consider Toronto as the hypothesis i.e. p and Canada as the conclusion i.e. q. By reversing the hypothesis(Toronto) and conclusion(Canada) in the statement, we get the converse of the statement. Therefore, the converse of the statement is- If you live in Canada, then you live in Toronto.
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