IM 8.1.3 Lesson: Grid Moves
What do you notice? What do you wonder?[br][br][img]data:image/png;base64,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[/img]
Follow the directions below each statement to move the figure. Use vectors to show translations. A vector is a quantity that has magnitude (size) and direction. It is usually represented by an arrow.
In the applet below, translate triangle [math]ABC[/math] so that [math]A[/math] goes to [math]A'[/math] .[list=1][*]Select the Vector tool.[icon]/images/ggb/toolbar/mode_vector.png[/icon][br][/*][*]Click on the original point [math]A[/math] and then the new point [math]A'[/math]. You should see a vector.[/*][*]Select the Translate by Vector tool.[icon]/images/ggb/toolbar/mode_vectorfrompoint.png[/icon][/*][*]Click on the figure to translate, and then click on the vector.[/*][/list]
In the applet below, translate triangle [math]ABC[/math] so that [math]C[/math] goes to [math]C'[/math].[br]
In the applet below, rotate triangle [math]ABC[/math] [math]90^\circ[/math] counterclockwise using center [math]O[/math].[list=1][*]Select the Rotate around Point tool.[icon]https://www.geogebra.org/images/ggb/toolbar/mode_rotatebyangle.png[/icon][br][/*][*]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.[/*][*]Click on ok.[br][/*][/list]
Reflect triangle [math]ABC[/math] using line [math]\ell[/math].[list=1][*]Select the Reflect about Line tool.[icon]/images/ggb/toolbar/mode_mirroratline.png[/icon][/*][*]Click on the figure to reflect, and then click on the line of reflection.[/*][/list]
Rotate quadrilateral ABCD 60° counterclockwise using center B.
Rotate quadrilateral ABCD 60° clockwise using center C.
Reflect quadrilateral ABCD using line l.
Translate quadrilateral ABCD so that A goes to C.
Try your own translations, reflections, and rotations.
Make your own polygon to transform, and choose a transformation.
Predict what will happen when you transform the image. Try it - were you right?
Challenge your partner! Right click on any vectors or lines and uncheck Show Object. Can they guess what transformation you used?
IM 8.1.3 Practice: Grid Moves
Apply each transformation described to Figure A: A translation which takes P to P'.
Apply each transformation described to Figure A: A clockwise rotation of A, using center P, of 60 degrees.
Apply each transformation described to Figure A: A reflection of A across line l.
Here is triangle ABC drawn on a grid.
On the grid, draw a rotation of triangle [math]ABC[/math], a translation of triangle [math]ABC[/math], and a reflection of triangle [math]ABC[/math]. Describe clearly how each was done.