This document defines the converse, inverse, and contrapositive of conditional (if-then) statements and provides examples of identifying these logical forms. The converse switches the hypothesis and conclusion, the inverse negates both the hypothesis and conclusion, and the contrapositive negates both and switches them. Examples include identifying the converse of "If it is a bicycle, then it has two wheels" as "If it has two wheels, then it is a bicycle" and writing the contrapositive of "If it rains, I go indoors" as "If I do not go indoors, then it does not rain."