What are the coordinate points of 𝐷′ D'D


if 𝐷 DD is translated right 28 and up 14 ? Click for Help Video

𝐷=(−9,−4) D=\left(-9,-4\right)D=(−9,−4)

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𝐷′= D'=D

=

1 answer

To find the coordinates of \( D' \) after translating the point \( D = (-9, -4) \) right by 28 units and up by 14 units, you need to add the respective translations to the x and y coordinates.

  1. Start with the original coordinates of \( D \): \[ D = (-9, -4) \]

  2. Translate right by 28: \[ x' = -9 + 28 = 19 \]

  3. Translate up by 14: \[ y' = -4 + 14 = 10 \]

Therefore, the new coordinates \( D' \) are: \[ D' = (19, 10) \]

So, the final answer is: \[ D' = (19, 10) \]