Question

triangle abc is similar to triangle abc. which sequence of similar transformations could map △abc onto △abc? dilation and reflection dilation and translation translation and rotation translation and reflection

Explanation:

Step1: Analyze size difference

△A'B'C' is larger than △ABC, so dilation is needed.

Step2: Analyze orientation

Corresponding angles (∠B and ∠B', ∠A and ∠A') have the same orientation, so no reflection/rotation needed. Translation can align positions after dilation.

Answer:

A. dilation and reflection, B. dilation and translation, C. translation and rotation, D. translation and reflection
B. dilation and translation