Question

quadrilateral r is a scaled copy of quadrilateral q. what scale factor takes quadrilateral q to quadrilateral r?

Explanation:

Step1: Identify corresponding sides

Corresponding sides are \(9\) and \(27\), \(14\) and \(42\).

Step2: Calculate scale factor

Scale factor \(=\frac{\text{length in }R}{\text{length in }Q}\). Using \(9\) and \(27\): \(\frac{27}{9}=3\). Using \(14\) and \(42\): \(\frac{42}{14} = 3\).

Answer:

\(3\)