Question

quadrilateral s is a scaled copy of quadrilateral r. what is the value of t?

Explanation:

Step1: Find the scale - factor

The scale - factor is the ratio of corresponding side lengths. Let the scale - factor be $k$. We can find $k$ using the non - $t$ corresponding sides. $k=\frac{36}{32}=\frac{9}{8}$.

Step2: Calculate the value of $t$

Since the quadrilaterals are scaled copies, the ratio of the other corresponding sides is the same. So, $t = 8\times k$. Substitute $k=\frac{9}{8}$ into the equation: $t=8\times\frac{9}{8}=9$.

Answer:

9