What are the new coordinates of D if parallelogram DEFG is translated to the right 12 units?
(−10, 3)
(2, −9)
(14, 3)
(2, 15)
What are the new coordinates of D if parallelogram DEFG is translated to the right 12 units?
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What are the new coordinates of D if parallelogram DEFG is translated to the right 12 units?
(−10, 3)
(2, −9)
(14, 3)
(2, 15)
To find the new coordinates of point D after translating it to the right by 12 units, you simply add 12 to the x-coordinate of point D.
The original coordinates of D are ((-10, 3)).
1. Original x-coordinate: -10
2. Translation: -10 + 12 = 2
3. y-coordinate remains unchanged: 3
So, the new coordinates of point D are ((2, 3)).
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