Question

polygon w is a scaled copy of polygon v. what scale factor takes polygon v to polygon w?

Explanation:

Step1: Identify corresponding sides

We can use the sides of length \(24\) (from polygon \(V\)) and \(26.4\) (from polygon \(W\)) as corresponding sides.

Step2: Calculate the scale factor

The formula for the scale factor \(k\) is \(k=\frac{\text{length of side in }W}{\text{length of corresponding side in }V}\).
So, \(k = \frac{26.4}{24}\)

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Answer:

\(1.1\)