Definition of Similarity in Terms of Similarity Transformations

DIRECTIONS
Use the toolbar to rotate, translate, reflect or dilated one triangle to map it onto the other. [br][br]The [b][u]MOUSE[/u][/b] button lets you select an object. [i]Always select the mouse button after using any tool on the toolbar.[br][br][/i]Select the [b][i]REFRESH[/i][/b] button in the upper left corner to reset the triangles.[br][br][b][color=#ff0000]DILATION[/color][/b] --> Click the [b][u]Dilate From a Point[/u][/b] button on the toolbar. Click on the [u]triangle[/u] you want to dilate, then the [u]point[/u] you want to dilate around. A box will appear to enter the scale factor. Type [b][u][i]ScaleFacto[/i]r[/u][/b] EXACTLY, then enter. If done correctly, the triangle should enlarge or reduce as you move the ScaleFactor slider.[br][br][color=#0000ff][b]ROTATION[/b][/color] --> Click the [b][u]Rotate about a Poi[/u][/b][u][b]nt[/b][/u] button on the toolbar. Click on the [u]triangle[/u] you want to rotate, then the [u]point[/u] you want to rotate around. A box will appear to enter the angle of rotation. Type [b][u][i]Angle[/i][/u][/b] EXACTLY, then enter. If done correctly, the triangle should rotate around the selected point as you move the Angle slider.[br][br][b][color=#93c47d]REFLECTION[/color][/b] --> Click the [b][u]Reflect about a Line[/u][/b] button on the toolbar. Click on the [u]triangle[/u] you want to reflect, then the [u]side[/u] of the triangle you want to reflect across. If done correctly, the triangle should reflect over the side of the triangle you selected.[br][br][b][color=#ff7700]TRANSLATION[/color][/b] -->[b][color=#ff7700] (STEP 1)[/color][/b] Click the [b][u]Vector[/u][/b] button on the toolbar. Click the [u]point[/u] on the triangle you want to translate, followed by the [u]point[/u] on the OTHER triangle you want to map the first triangle onto. (For example, click on point D then point A to translate point D onto point A). [color=#ff7700][b](STEP 2)[/b][/color] Click the [b][u]Translate by Vector [/u][/b]on the toolbar. Click on the [u]triangle[/u] you want to translate and the [u]vector[/u] you created in step 1. If done correctly, the triangle you selected should translate onto the other triangle.
Triangle ABC was dilated about a point to produce triangle DEF. What is true about the corresponding sides and angles?
What similarity transformations would prove triangle ABC is similar to GHI?
What similarity transformations would prove triangle ABC is similar to JLK?
What similarity transformations would prove triangle ABC is similar to MNO?
What similarity transformations would prove triangle ABC is similar to PQR?
What similarity transformations would prove triangle ABC is similar to STU?
What similarity transformations would prove triangle ABC is similar to XYZ?
– kathleenh

Informacja: Definition of Similarity in Terms of Similarity Transformations