IXL - Conditionals, converses, and biconditionals (Geometry practice)

What is the converse of the following conditional?

If Ronald has an umbrella, then it is raining.

If it is raining, then Ronald has an umbrella.

If Ronald does not have an umbrella, then it is not raining.

If it is not raining, then Ronald does not have an umbrella.

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Learn with an example

What is the converse of the following conditional?

If Marie is going to a movie, then she is not bringing her book of quotations.

If Marie is not going to a movie, then she is bringing her book of quotations.

If Marie is bringing her book of quotations, then she is not going to a movie.

If Marie is not bringing her book of quotations, then she is going to a movie.

A conditional statement can be written as If

then

A is the hypothesis and B is the conclusion.

The converse of the conditional If

then B is If

then

The hypothesis and conclusion are switched.

To find the converse of the given conditional, switch the order of the hypothesis and conclusion.

Original: If Marie is going to a

movie,

then she is not bringing her book of

quotations.

Converse: If Marie is not bringing her book of

quotations,

then she is going to a

movie.

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