GeoGebra is the platform we are going to be using for the Constructions Unit. There will be specific buttons that we will use the majority of the time. Below you will explore those buttons and try and complete some tasks using them
1. Create a line segment [br][br]2. Create a line [br][br]3. Create an Angle [br][br][i]Something like the image below[/i][br][img]data:image/png;base64,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[/img]
4. Create a circle [br]5. Try and move the circle to a new location [br]6. Lock the circle into place [br]7. Make 2 circles that share the same center
Using the toolbar below. Create an image that displays your name. [br][br]Criteria: [br]1) You must use more than 3 different buttons to create your name [br]2) Cannot just be point and line segments [br]3) Try and add some color to the name [br]4) ScreenShot Your name and then post it on the class padlet (see link below)
What do you like and or dislike about this math tool. Did you face any challenges or success, if so what ?