IM 8.1.4 Lesson: Making the Moves
Here is an incomplete image. Your teacher will display the completed image twice, for a few seconds each time. Your job is to complete the image on your copy.
Your partner will describe the image of this triangle after a certain transformation. Sketch it here.
Here are some figures on an isometric grid. Explore the transformation tools in the tool bar.(Directions are below the applet if you need them.)
[b]Translate[/b][br][list=1][*]Select the Vector tool.[br][img]data:image/png;base64,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[/img][br][/*][*]Click on the original point and then the new point. You should see a vector. [/*][*]Select the Translate by Vector tool. [br][img]data:image/png;base64,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[/img][br][/*][*]Click on the figure to translate, and then click on the vector.[/*][/list][b][br]Rotate[/b][list=1][*]Select the Rotate around Point tool.[br] [img]data:image/png;base64,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[/img][/*][*]Click on the figure to rotate, and then click on the center point.[/*][*]A dialog box will open. Type the angle by which to rotate and select the direction of rotation.[/*][/list][b][br]Reflect[/b][list=1][*]Select the Reflect about Line tool. [br][img]data:image/png;base64,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[/img][br][/*][*]Click on the figure to reflect, and then click on the line of reflection.[/*][/list][br]Name a transformation that takes Figure A to Figure B.
Name a transformation that takes Figure B to Figure C.
What is one [b]sequence of transformations[/b] that takes Figure A to Figure C? Explain how you know.
Experiment with other ways to take Figure A to Figure C. For example, can you do it with...[br][br][list][*]No rotations?[/*][*]No reflections?[/*][*]No translations?[/*][/list]
IM 8.1.4 Practice: Making the Moves
Describe a sequence of translations, rotations, and reflections that takes Polygon P to Polygon 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Describe a sequence of translations, rotations, and reflections that takes Polygon P to Polygon 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[/img]
Describe a sequence of translations, rotations, and reflections that takes Polygon P to Polygon 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[/img]