Question

What are the coordinate points of 𝐸′ E'E
′
if 𝐸 EE is translated right 44 and up 32 ? Click for Help Video



𝐸=(3,−2) E=\left(3,-2\right)E=(3,−2)



Make sure that your answer is in parenthesis!



𝐸′= E'=E
′
=

Answer 1

To find the new coordinates of \( E' \) after translating \( E \) right by 44 units and up by 32 units, you can add the respective values to the x and y coordinates of the original point \( E \).

Given:
- Original point \( E = (3, -2) \)
- Translation right (x-axis) = +44
- Translation up (y-axis) = +32

You perform the calculations as follows:

1. For the x-coordinate:
\[
3 + 44 = 47
\]

2. For the y-coordinate:
\[
-2 + 32 = 30
\]

Putting it together, the coordinates of \( E' \) are:
\[
E' = (47, 30)
\]

Thus, \( E' = (47, 30) \).