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Maple

Maple Powertools

Geometry logo

This is a set of 11 Maple lessons for high school Geometry, developed by Gregory Moore of Orange Coast College.

They are designed so you can present each topic as you would during a normal lecture but using Maple as the main presentation tool. The students do not have to understand Maple syntax to benefit from the lessons.

With these Maple lessons, you can carry a topic far beyond what is possible on the blackboard. You can generate a new example or diagram instantly just by changing a few values in the worksheet.

You can show more interesting examples than you could on the board, where the examples always had to be planned to work out "nice". Maple computes the dirty work, so the class can focus on the thinking steps.

Download all worksheets for Geometry

Preview or download individual lessons below

 


Geometry Preview Download  
Lesson 1 The Theorem of Pythagoras
The Theorem of Pythagoras
Lesson 2 Pythagorean Triples
Pythagorean Triples
Lesson 3 The Centers of a Triangle
The Centers of a Triangle
Lesson 4 Regular Polygons & Stars
Regular Polygons & Stars
Lesson 5 Axes of Symmetry
Axes of Symmetry
Lesson 6 Geometric Transformations
Geometric Transformations
Lesson 7 How Many Ways Are There to Paint a Cube?
How Many Ways Are There to Paint a Cube?
Lesson 8
The Golden Ratio
The Golden Ratio
Lesson 9 The Circumference & Area of a Circle
The Circumference & Area of a Circle
Lesson 10 The Number Pi
 
Lesson 11 Impossible Constructions
Impossible Constructions



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Product Reviews

"Without the Maple software, we would have to spend weeks generating the equations of motion for every experiment. Then the chances that we did it right would basically be near zero. There would always be a mistake somewhere. It is very difficult to set up a dynamic motion model by hand."
- Jean-Claude PiedBeouf, Ph.D Manager of Robotics, Canadian Space Agency

"Its very good - highly accurate and easy to use. The speed of Maple allows me to change equations and quickly reintegrate them into the application, so more possibilities can be explored to achieve the precise effect desired."
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