The converse of a theorem that is an if-then statement is a statement obtained by switching the hypothesis and conclusion of the original statement.
The converse of a theorem that is an if-then statement is formed by exchanging the hypothesis and the conclusion of the original statement. In other words, if the original statement is "If A, then B," then the converse is "If B, then A."
The converse of a theorem is formed by switching the hypothesis and the conclusion of an if-then statement. To find the converse of an if-then statement, simply interchange the "if" part with the "then" part.
