Question

Describe the translation that maps point A to point A′

A: (x,y) = (x+5, y-8)
B: (x.y) = (x-5, y-8)
C: (x,y)= (x-5,y+8)

Answer 1

76 hope this helps!!

Answer 2

Given the initial translation rule (x, y) = (x + 5, y - 8), the correct description that maps point A to point A′ is option A, which moves the point to the right by 5 units and down by 8 units.

Describe the translation that maps point A to point A′

Let's break down the translations for each option:

A: (x, y) = (x + 5, y - 8)

This translation moves point A to the right by 5 units (x + 5) and down by 8 units (y - 8).

B: (x, y) = (x - 5, y - 8)

This translation moves point A to the left by 5 units (x - 5) and down by 8 units (y - 8).

C: (x, y) = (x - 5, y + 8)

This translation moves point A to the left by 5 units (x - 5) and up by 8 units (y + 8).

Comparing the descriptions:

Option A moves the point to the right and down.

Option B moves the point to the left and down.

Option C moves the point to the left and up.

Given the initial translation rule (x, y) = (x + 5, y - 8), the correct description that matches the transformation is option A, which moves the point to the right by 5 units and down by 8 units.