Question

8. Write the definition of an equiangular polygon.
as a biconditional
statement.

Answer 1

A biconditional statement for an equiangular polygon is that a polygon is equiangular if and only if all of its interior angles are of equal measure.

Step-by-step explanation:

An equiangular polygon is defined as a polygon where all interior angles are equal in measure. To express this as a biconditional statement, which is a statement that includes both a conditional and its converse, we would say: 'A polygon is equiangular if and only if all of its interior angles are of equal measure.'

This statement means that for any polygon to be classified as equiangular, all of its interior angles must be equal, and conversely, if all interior angles of a polygon are equal, the polygon must be equiangular.