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9.1 Translations By Brit Caswell.

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Presentation on theme: "9.1 Translations By Brit Caswell."— Presentation transcript:

1 9.1 Translations By Brit Caswell

2 A transformation of a geometric figure is a function, or mapping, that results in a change in the position, shape, or size of the figure. Your textbook uses this example of dominoes on page 545. preimage image

3 Rigid motions are transformations that preserve distance and angle measure. This means that the image being transformed will not stretch or bend. Which of these is a rigid motion?

4 When you name transformed objects, you do it in the same order as the corresponding object using prime notation. With a translation, any lines that are parallel will continue to be parallel, and all of the corresponding angles within the two figures will be congruent! A B C D E A’ B’ C’ D’ E’

5 TRANSLATIONS (Slide) By using the Cartesian coordinate system, we are able to use a function that takes the points given and produce an output. Change the x-value… or Change the y-value… or

6 B A C Draw these translations of the following image: T <4,3> T
<x-1, y+5> B A C

7 Is Figure 1 or Figure 2 a translation? Why?

8 Think, Pair, Share Using what you know about translations, determine whether or not the given function is a translation. Preimage (-1,1) (-2,-2) (1,3) (1,-1) Image (1,4) (0,1) (3,5) (3,2)

9 Preimage (-1,1) (-2,-2) (1,3) (1,-1) Image (1,4) (0,1) (3,5) (3,2)


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