What is the converse of the given conditional statement?

Conditional Statement: You will get into college if you work hard.

If you get into college, you have worked hard.

If you do not get into college, you have not worked hard.

If you work hard, you still may not get into college.

If you do not work hard, you will not get into college.

The converse of an if statement is a statement in which the hypothesis and conclusion are switched.

You will get into college if you work hard.

The "if" part is the hypothesis.

The "then" part is the conclusion.

Rewrite the original if statement in the if-then form:

If you work hard, then you will get into college.

The hypothesis is the if part: "you work hard"

The conclusion is the then part: "you will get into college"

To write the converse, switch the hypothesis and the conclusion.

If you get into college, then you worked hard.

This happens to be choice A.