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Dilations of Figures Students explore dilations on the plane. The terms dilation, center of dilation, scale factor or dilation factor, enlargement, and reduction are defined. Students dilate a variety of objects and figures using scale factors greater than and less than 1. They use a model to determine
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Preview and Download !7.6 Dilations 393 Goal Identify and draw dilations. Key Words • dilation • reduction • enlargement A is a transformation with center C and scale factor k that maps each point P to an image point P9 so that P9 lies on CP&*(and CP 9 5 k pCP. As you saw in the Geo-Activity above, a dilation maps a figure onto a similar figure, called the ...
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Preview and Download !4. Alyssa made the design shown below. Which transformation could be used to show that gure A is congruent to gure B? A. add 5 to each x-coordinate B. multiply each y-coordinate by 1 C. multiply each x-coordinate by 1 D. rotate the gure 90 degrees about the origin
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Preview and Download !Some of the worksheets for this concept are dilations translations work key answer, Dilations translations key answer work, Dilations work responses, Dilations work responses, Types of dilation 1, Infinite Algebra 2, Dilations work responses. Found worksheet you're looking for? To download/print, click the pop-up icon or print icon on the ...
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Preview and Download !Dilations with Lines Center ON the line . 1. 2. The line y = 2x — 5 is dilated by a scale factor of 2 and centered at the origin. Write an equation in slope-intercept form of the dilated line. The line y = 2x— 5 is dilated by a scale factor of 2 and centered at (2, -1). Write the equation of
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Preview and Download !Section 4-5: Dilations SOL: G.3.d Objectives: Identify and perform dilations Solve real-life problems involving scale factors and dilations Vocabulary: Center of dilation – fixed point around which the dilation occurs Congruence transformation – when the absolute value of the scaling factor is equal to one
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