Question

are these shapes similar? next up done for now? try these next: side lengths and angle measures of similar figures determine if two figures are similar: justify side lengths of similar figures

Explanation:

Step1: Recall similarity condition

Two polygons are similar if their corresponding angles are congruent and corresponding - side lengths are proportional.

Step2: Check side - length ratios

For the first polygon with side lengths \(AB = 30\), \(BC = 35\), \(CD = 30\), \(DA = 35\) and the second polygon with side lengths \(EF = 26\), \(FG = 35\), \(GH = 26\), \(HI = 35\).
The ratio of \(AB\) to \(EF\) is \(\frac{30}{26}=\frac{15}{13}\), and the ratio of \(BC\) to \(FG\) is \(\frac{35}{35} = 1\). Since \(\frac{15}{13}
eq1\), the side - length ratios are not equal.

Answer:

no