This is a dynamic worksheet for exploring the sum and difference of two equations in two unknowns. You can use this to explain the elimination method for solving systems of linear equations of the form ax+by=c.

1. At the upper right of the applet you will find the sliders corresponding to the parameters of linear equations of the form ax+by = c. Use the sliders to make the equations, for example, 5x +3y =0.8 and -5x+5y=4. What do you think is the point of intersection of the lines?

2. At the bottom right of the applet you will see the sum and difference of the two equations. At what point will the sum or the difference intersect the two lines?

3. At the upper left of the applet you will see Show/Hide button. Use this to check your predictions.

4. Use this applet to explore other pairs of equations.

Coming up: Student worksheets to accompany this applet.

This material may be downloaded upon sending a request e-mail to jacq.agimat@gmail.com.

Coming up: Dynamic worksheet for solving systems of equation by substitution method.

I love to develop mathematical tasks and activities that involve basic mathematics concepts but have the potential to engage both teachers and students in higher level thinking. I am particularly interested in students’ learning trajectories of big ideas in number, algebra, geometry, and in the use of GeoGebra in learning mathematics. More. Email: linesronda@gmail.com

I love to develop mathematical tasks and activities that involve basic mathematics concepts but have the potential to engage both teachers and students in higher level thinking. I am particularly interested in students’ learning trajectories of big ideas in number, algebra, geometry, and in the use of GeoGebra in learning mathematics. More. Email: linesronda@gmail.com

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