Given [math]\angle ABC[/math][br]Construct: An angle congruent to [math]\angle ABC[/math][br][br][color=#ff00ff]General notes: To start over, press your browser's refresh button. [/color][br]Procedure: [br]1. Select the Ray tool. Draw ray DE such that point D is in the lower left of the construction window, and point E is in the lower right.[br]3. Select the compass tool. [br]4. Click point B (it'll be an endpoint of your radius).[br]5. Click point A (it'll be the center of your circle).[br]6. Move the compass and click point B to be the center of your circle.[br]7. Select the Intersect tool and mark point F where your circle intersects the longer side of [math]\angle ABC[/math].[br]8. Click point D as the center where you place the congruent circle. [br]9. Select the Intersect tool and mark point G where your circle intersects ray DE. [br]10. Select the Compass tool.[br]11. Anchor your compass at point F. Open its radius to point A. Translate this circle to be centered at point G.[br]12. Use the intersect tool to mark where circle D intersects with circle G.[br]13. Use the ray tool to create ray DH. [math]\angle GDH\cong\angle ABC[/math][br]14. Use the angle tool to measure both angles to confirm that step 13 is true.[br][br][u]Remember[/u]: [br][list][*][color=#ff0000]Given info: red[/color][/*][*][color=#6aa84f]Arcs utilized in construction: green[/color][/*][*][color=#0000ff]The final construction: blue[/color][br][/*][/list]