Use the diagram below to get a hole in one by bouncing the ball off of a single wall. You are starting at point G and ending at point H.[br][br]Use the segment tool (choose from the dropdown using the third button on the top of the toolbar) to draw the path your ball will take from start to finish (Click on each segment you've drawn followed by the circle-triangle icon on the top right of the page to color your paths red). [br][br]Use the "Angle" tool (8th icon in the toolbar) to measure the angles that your ball will make when it hits the wall. You will need to click on 3 points in order to measure an angle (the vertex should be the second point you click).[br][br]Use the "Length or Distance" tool (found under the same dropdown as angle measure) and click on each segment to show its length.

Using the same mini golf hole as Part 1, get a hole-in-one by bouncing your ball off of TWO walls. [br][br]Once again, color the path red and measure all angles and distances.

Get a hole-in-one by bouncing the ball off of 2 walls. [br][br](Color path red and label all angles and distances)

Can you make a hole-in-one by hitting 3 walls?

Make a hole-in-one by bouncing off of 4 walls.

You directions are as follows:[br][br]1. Create three of your own mini-golf hole using GeoGebra. There should be a way to get a hole-in-one on each hole. Your first hole should bounce of off two walls/objects, second hole should bounce off of three walls/objects, and your third hole should bounce off one four walls/objects[br][br]Here is the link to create your own: https://www.geogebra.org/geometry [br][br]2. Show the path that would lead to a hole-in-one. Measure all the lengths and angles of that path.[br][br]3. Take a screenshot of your mini-golf holes and put them into a Google Slide[br][br]4. In Notability you will draw your mini-golf holes. These need to be completely colored and involve at least one obstacle per hole. Once these are finished, put them in your Google Slide as well.