Question

square abcd is similar to square efgh. which side corresponds to \\( \overline { d a } \\)? \\( \overline { h g } \\) \\( \overline { h e } \\) \\( \overline { a b } \\) \\( \overline { d c } \\)

Explanation:

When two squares are similar, their corresponding sides are determined by the order of their vertices. In square \(ABCD\) and square \(EFGH\), the order of vertices \(A - B - C - D\) in \(ABCD\) corresponds to \(E - F - G - H\) in \(EFGH\). So, side \(\overline{DA}\) in square \(ABCD\) corresponds to side \(\overline{HE}\) in square \(EFGH\) (as \(D\) corresponds to \(H\) and \(A\) corresponds to \(E\)).

Answer:

\(\overline{HE}\)