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2. does each of the rigid motions below result in △a*b*c*? select yes o…

Question

  1. does each of the rigid motions below result in △abc*? select yes or no. suppose a is the line with equation x = 6, b is the line with equation x = 3, and c is the line with equation x = - 2. t_(0,10)(△abc)

Explanation:

Step1: Understand translation notation

$T_{(0,10)}$ represents a translation. The first - coordinate of the translation vector indicates the horizontal displacement and the second - coordinate indicates the vertical displacement. Here, the horizontal displacement is 0 and the vertical displacement is 10.

Step2: Analyze the transformation of $\triangle ABC$

If we apply the translation $T_{(0,10)}$ to $\triangle ABC$, each point of $\triangle ABC$ will be moved 10 units up. But looking at $\triangle A''B''C''$, it is not a simple vertical - up translation of $\triangle ABC$.

Answer:

No