To find the new coordinates of the triangle after a scale factor of 12 and a center of dilation at the origin, we can multiply each coordinate by the scale factor.
The new coordinates can be found as follows:
A' = (-8 × 12, -4 × 12) = (-96, -48)
B' = (-2 × 12, 8 × 12) = (-24, 96)
C' = (10 × 12, -6 × 12) = (120, -72)
Therefore, the new coordinates of the triangle are:
A' (-96, -48)
B' (-24, 96)
C' (120, -72)
Find the new triangle points after the triangle pictured undergoes a scale factor of 12 and a center of dilation at the origin
the original coordinates are: A -8,-4 B -2,8 C 10,-6
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