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9 6 Practice Dilations Answer Key Form

9 6 Practice Dilations Answer Key Form

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in the solvent you look at how the pupil of an eye changes in size or dilates in this lesson you'll learn how to dilate geometric figures key concept dilation a dilation with center of dilation Point C and scale factor n with n greater than zero can be written in a D sub and comma C notation a dilation is the transformation with the following properties first the image of C is itself that is C prime equals C second for any other point are our prime is on the Ray CR and the distance C R prime equals n times C R or we can rearrange that equation and equals C R prime over C R and third dilations preserve angle measure the scale factor n of a dilation is the ratio of a length of the image to the corresponding length in the pre image with the image length always in the numerator for the figure shown in the take note box n equals C R prime over C R which also equals our prime P prime over R P which equals P prime Q prime over P Q also equivalent to Q prime R prime over Q R a dilation

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