Finding Original Coordinates (Pre-Image)
Work backward from a dilated image to determine the coordinates of the original pre-image. Use the scale factor and image points to calculate original coordinates.
Questions
-
MultiChoice
If the image point A' is (8, 12) after a dilation with k = 2 centered at origin, what was pre-image A?
-
MultiChoice
Image point B' is (-5, 3) after dilation with k = 1/3 centered at origin. What was B?
-
MultiChoice
The point C' (3, -4) was produced by a dilation centered at the origin with k = 0.5. Find pre-image C.
-
MultiChoice
D' is at (9, 15) after a dilation centered at origin with scale factor k = 3. What is D?
-
MultiChoice
Point E' is (-20, -40). It was dilated with k = 2 about the origin. What is E?
-
MultiChoice
F' is at (3, 4) after dilation by scale factor k = 1/4 centered at origin. What is F?
-
MultiChoice
Given G'(20, -10) with k = 2 about the origin, find point G.
-
MultiChoice
H' is (-4, 14) following dilation centered at origin with scale factor k = 2. Find H.
-
MultiChoice
To find the pre-image (x, y) from image (x', y') with scale factor k, which formula is used?
-
MultiChoice
If J' is (7, -10.5) after a dilation with k = 0.5 about (0,0), what is J?
-
MultiChoice
Point K' is at (0, -6). If k = 1/3 with center at (0, 0), find K.
-
MultiChoice
L' is at (30, 40) after dilation with k = 2 centered at origin. Find L.