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What's on the worksheet
- Find the unknown scale factor in a sequence of dilations and a reflection.
- Find the scale factor from a school banner design to a larger one.
- Write a single rule for each sequence and give its scale factor:Reflect in the line y = x, then dilate by \dfrac12.Dilate by 4, then translate by \langle -1, 3 \rangle.Translate by \langle 2, -1 \rangle, then dilate by 3.Dilate by 2, rotate 90° clockwise, then dilate by \dfrac32.
- Decide if pizza slices cut as sectors of circles are similar.
- Find the image of a square under a slant tool and decide if it is a similarity.
- Break a single rule into a dilation and a rotation and find its center.
- Reflect and dilate a trapezoid and describe what is preserved.
- Check Owen's claim that dilating with a center gives a congruent triangle.
Teach it first
The free lesson teaches it with worked examples and practice problems.
Similarity transformations: the lesson ›More Chapter 9 worksheets: Dilations and similarity
- 9.1Similar figures
- 9.2Dilations
- 9.3Similarity transformations
- 9.4Scale factor, area and volume