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[/img][/center][size=150][b][color=#9900ff]What are the coordinates of point Y'[/color] [/b](the image of Y)[b] [color=#9900ff]?[/color][/b][/size]
[color=#9900ff][size=150][b]How do the side lengths of the [i]∆ABD[/i] compare to the side lengths of [i]∆A'B'D'[/i] ? [/b][/size][/color]
[size=150][b][color=#9900ff]Compare the perimeters of the triangles.[br][/color][/b][size=100] (easy method: select the [icon]/images/ggb/toolbar/mode_distance.png[/icon] tool and click [b]inside[/b] the polygon)[/size][/size]
[color=#9900ff][size=150][b]How do the side lengths [/b][b]compare[/b] [b]? [/b][/size][/color]
[color=#9900ff][size=150][b]Compare the perimeters.[/b][/size][/color]
[color=#9900ff][size=150][b]What effect does moving point C, the center of the dilation, have on the image [/b][b]? [/b][/size][/color]
[size=150][b]>> Modify the dilation by changing the value of [/b][i][b]k.[br][br][/b][/i][/size][color=#9900ff][size=150][b]How do the side lengths [/b][b]compare[/b] [b]? [/b][/size][/color]
[color=#9900ff][size=100][size=150][b]How do the coordinates [/b][b]compare[/b][b]? [br][/b][/size][/size][/color] [i](Use the [icon]/images/ggb/toolbar/mode_showhidelabel.png[/icon] tool to reveal the point labels.)[/i]
[size=150][color=#9900ff][b][size=200]Assignment:[br][/size][br][/b][/color][list=1][*][b][color=#9900ff]Respond to each of the questions on this GeoGebra activity.[br][/color][/b][br][/*][*][b][b][color=#9900ff]Return to [/color][u]Google Classroom[/u] [color=#9900ff]and use the link to complete "Scaling Machines"[/color][/b][br][br][/b][/*][*][b]Practice this IXL skill: [br] [color=#9900ff][url=https://www.ixl.com/math/geometry/dilations-find-the-scale-factor]Dilations and Scale Factors[code][/code][/url][br][/color][/b][/*][/list][/size]