This is one of the activities on problem solving involving quadrilaterals posted at Keeping Mathematics Simple. Click here to read the post.
Task
Move F. Describe the path it traces.
Explain or prove that the quadrilaterals formed have equal areas.
Write a procedure for constructing quadrilaterals with equal area using compass and straight edge.
Showing posts with label GeoGebra construction. Show all posts
Showing posts with label GeoGebra construction. Show all posts
Thursday, September 16, 2010
Wednesday, September 8, 2010
Geometric representation of the sum of two radicals
This activity is part of the lesson on adding radicals posted at Mathematics for Teaching.
How to construct the figure:
How to construct the figure:
Use the regular polygon tool. Click on two points (endpoints of the diagonal of 2 by 1 unit square in the grid). From then on just click on the diagonals each time to generate the squares.
To type the radical, use the text tool, click anywhere on the grid, check latex in the dialogue window and type \sqrt{5} and you're done.
To change the color, right click on the figure, click color, choose and you're done.
When you are ready click on the file menu and choose new. This will give you a brand new grid to practice constructing the figure.
To type the radical, use the text tool, click anywhere on the grid, check latex in the dialogue window and type \sqrt{5} and you're done.
To change the color, right click on the figure, click color, choose and you're done.
When you are ready click on the file menu and choose new. This will give you a brand new grid to practice constructing the figure.
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