Question

WILL MARK BRAINLIEST

A triangle undergoes a sequence of transformations. First, the triangle is
dilated by a scale factor of 1/2 about the origin. Then the triangle is reflected over
the x-axis. Finally, the triangle is translated left 2 units and up 4 units.
How does the newly formed triangle compare to the original triangle?

BTW THERES NO ANSWER CHOICES

Answer 1

To make this new triangle I am going to pretend that the original triangle was at the points (4,4) (-4,4) and (0,8). So if this was dilated down by 1/2 then the triangles points would be (2,2) (-2,2) and (0,4). Then if it is reflected over the x-axis the new points would be (2,-2) (-2,-2) and (0,-4) and if it was translated left by 2 units then the points would be (0,-2) (-4,-2) and (-2, -4), then if the triangle was translated up by 4 units the points and the new triangle would be (0,2) (-4,2) and (-2,0). And that would be what the new triangle would be.

The triangle went from (4,4) (-4,4) and (0,8) to (0,2) (-4,2) and (-2,0).