IM 6.7.12 Lesson: Constructing the Coordinate Plane

What do you want to download?

You can either download the .ggb file alone or the complete webpage for students with tasks.

I agree to the terms of GeoGebra's non-commercial license

• Offline Activity (.zip)

• GeoGebra Files

  1. Here are three sets of coordinates. For each set, draw and label an appropriate pair of axes and plot the points. (1, 2), (3, -4), (-5, -2), (0, 2.5) (.ggb)
     
  2. Here are three sets of coordinates. For each set, draw and label an appropriate pair of axes and plot the points. (50, 50), (0, 0), (-10, -30), (-35, 40) (.ggb)
     
  3. Here are three sets of coordinates. For each set, draw and label an appropriate pair of axes and plot the points. (.ggb)
     
  4. Here is a maze on a coordinate plane. The black point in the center is (0, 0). The side of each grid square is 2 units long. Enter the above maze at the location marked with a green segment. (.ggb)
     
  5. To get from the point (2, 1) to (-4, 3) you can go 2 units up and 6 units to the left, for a total distance of 8 units. This is called the “taxicab distance,” because a taxi driver has to dri (.ggb)