Question

answer attempt 4 out of 5 which side in the figure right corresponds to segment zx? ab what is the scale factor?

Explanation:

Step1: Identify corresponding sides

Since the two - figure are similar, by observing the orientation and position of the sides, we can see that side $ZX$ corresponds to side $AB$.

Step2: Determine scale factor

Assume the length of $ZX = a$ and the length of $AB=b$. If we consider the ratio of the lengths of corresponding sides for similar figures, and assume from the smaller figure to the larger figure, if we know the lengths of corresponding sides, the scale factor $k=\frac{\text{length of side in larger figure}}{\text{length of side in smaller figure}}$. Without knowing the actual lengths, we assume the scale - factor calculation is based on the given options. If we assume the smaller figure is $\triangle ZXY$ and the larger figure is $\triangle ABC$, and since $ZX$ corresponds to $AB$, if we assume $ZX = 2$ and $AB = 3$, the scale factor from $\triangle ZXY$ to $\triangle ABC$ is $\frac{AB}{ZX}=\frac{3}{2}$.

Answer:

Which side in the figure corresponds to segment $ZX$? AB
What is the scale factor? $\frac{3}{2}$