Question

suppose quadrilaterals a and b are both squares. complete the statement about whether a and b are scaled copies of one another. quadrilaterals a and b select choice scaled copies of one another because all four side lengths of a square are select choice and scaling a square gives (lesson 1-2)

Explanation:

A scaled copy requires proportional corresponding sides and equal angles. Squares have all angles 90° and all sides equal. Scaling a square by a factor k multiplies each side by k, keeping all sides equal and angles unchanged, so any two squares are scaled copies.

Answer:

Quadrilaterals A and B are scaled copies of one another because all four side lengths of a square are equal and scaling a square gives a square.