Question

1. if triangles cba and rqp are similar, what can you say about the ratios of their corresponding sides? write the proportions.

Explanation:

Step1: Recall the property of similar triangles

For similar triangles, the ratios of their corresponding sides are equal.

Step2: Identify corresponding sides

In \(\triangle CBA\) and \(\triangle RQP\), \(CB\) corresponds to \(RQ\), \(BA\) corresponds to \(QP\), and \(CA\) corresponds to \(RP\).

Step3: Write the proportions

The proportions are \(\frac{CB}{RQ}=\frac{BA}{QP}=\frac{CA}{RP}\)

Answer:

The ratios of their corresponding sides are equal. The proportions are \(\frac{CB}{RQ}=\frac{BA}{QP}=\frac{CA}{RP}\)