Question

Given AXYZ with vertices X(-2,2), Y(-5,5), and Z(-1,-4), write the translation equivalent to the composition of transformations. The equation of line bis x=8

R₂ Ryax
(R₂R-x) (AXYZ) = T (10,0) (AXYZ)

Answer 1

To find the translation equivalent to the composition of transformations and the equation of the line bisecting x=8, we can break it down step by step, starting with the composition of transformations R₂ and Ryax. The equation of the line bisecting x=8 means the line is perpendicular to the x-axis and passes through the point (8,0). Combining these two transformations, the translation equivalent is T(10,0).

Step-by-step explanation:

To find the translation equivalent to the composition of transformations and the equation of the line bisecting x=8, let's break it down step by step.

First, we have the composition of transformations R₂ and Ryax. The composition of R₂ and Ryax can be written as R₂Ryax.

Next, we have the equation of the line bisecting x=8. This means the line is perpendicular to the x-axis and passes through the point (8,0).

Combining these two transformations, the translation equivalent is T(10,0).

Learn more about Composition of transformations and equation of a line