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Jarvis wants to translate rectangle ABCD horizontally by -4 and vertically by +3 to produce rectangle A'B'C'D'. What will be the coordinates of C' after Jarvis completes this translation?



(Response area,Response area)

-11
-9
4
6

Answer 1

To find the coordinates of point C' after the translation, we need to know the original coordinates of point C of rectangle ABCD.

Let's denote the original coordinates of point C as (x_C, y_C). According to the translation:

1. The horizontal translation is -4, which means we will subtract 4 from the x-coordinate.
2. The vertical translation is +3, which means we will add 3 to the y-coordinate.

So, the new coordinates for point C' will be:
- x-coordinate: x_C - 4
- y-coordinate: y_C + 3

Since we don't have the original coordinates of point C, we can't calculate the exact coordinates of C'.

However, if we assume point C has coordinates (x_C, y_C), we can apply the translation formula:
C' = (x_C - 4, y_C + 3)

Please provide the original coordinates of point C, or if you have specific values from which to calculate the new coordinates, we can proceed with those values.