Question

are these shapes similar?

Explanation:

Step1: Check the ratio of corresponding sides

For the first shape (a rhombus with side length \(25\) ft) and the second shape (a parallelogram with sides \(25\) ft and \(32\) ft). The ratio of the first - shape's side to the second - shape's corresponding sides: \(\frac{25}{25} = 1\) and \(\frac{25}{32}
eq1\).

Step2: Use the similarity criterion

For two polygons to be similar, the ratios of all corresponding sides must be equal. Since the ratios of the side lengths of the two given quadrilaterals are not equal.

Answer:

no