Question

1. dets similar

15.4
16
15.4
8.4
10
8.4
13
24

Explanation:

Step1: Check ratio of corresponding sides

For the first pair of corresponding sides: $\frac{15.4}{8.4}=\frac{11}{6}$. For the second pair: $\frac{13}{24}
eq\frac{11}{6}$. For the third pair: $\frac{16}{10}=\frac{8}{5}
eq\frac{11}{6}$.

Step2: Determine similarity

Since the ratios of the corresponding sides are not equal, the two quadrilaterals are not similar.

Answer:

No, the two quadrilaterals are not similar.