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What's on the worksheet
- Find the image of each point under a dilation centered at the origin:(5, −2), k = 3(−12, 20), k = \dfrac14(−6, −10), k = 1.5(0, 7), k = \dfrac27(6, −9), k = \dfrac53
- Find where numbers go under a dilation of the number line with center -1.
- Word problem: zooming in on a map by spreading two fingers apart.
- Find the original point when a dilation with center (-2, 1) and scale factor 2 is known.
- Decide which points could be the image of P under a dilation centered at (1, 2).
- Find the center and scale factor of the dilation that maps a triangle to its image.
- Find lengths when a segment is dilated about its midpoint with scale factor 3.
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The free lesson teaches it with worked examples and practice problems.
Dilations: the lesson ›More Chapter 9 worksheets: Dilations and similarity
- 9.1Similar figures
- 9.2Dilations
- 9.3Similarity transformations
- 9.4Scale factor, area and volume