Jarvis wants to translate rectangle ABDC horizontally by —4 and vertically by +3 to produce rectangle A'B'D'C".

What will be the coordinates of C' after Jarvis completes this translation?
(1 point)

1 answer

To determine the coordinates of point C' after translating rectangle ABDC horizontally by -4 and vertically by +3, we first need the original coordinates of point C.

Let's assume the coordinates of point C are (x_C, y_C).

The translation rules are as follows:

  • Horizontal translation by -4 means we subtract 4 from the x-coordinate.
  • Vertical translation by +3 means we add 3 to the y-coordinate.

So, the new coordinates for C' after the translation will be:

\[ C' = (x_C - 4, y_C + 3) \]

Without the specific coordinates of point C, we can't provide a numeric answer, but you can apply this transformation directly if you have the original coordinates. If you provide the coordinates of C, I can calculate the exact location of C'.

Similar Questions
  1. Jarvis wants to translate rectangle ABDChorizontally by −4 and vertically by +3 to produce rectangle A′B′D′C′ . What
    1. answers icon 1 answer
  2. A (-5,4)B = (-1,4) C = (-5,1) D = (-1,1) Jarvis wants to translate rectangle ABDC horizontally by -4 and vertically by +3 to
    1. answers icon 1 answer
    1. answers icon 1 answer
  3. C = (-5,1)Jarvis wants to translate rectangle ABDC horizontally by −4 and vertically by +3 to produce rectangle
    1. answers icon 1 answer
more similar questions