The following Sketchpad project will illustrate one of the theorems of this section.
[1] Construct three parallel lines at random distances apart. (Draw the first line , locate arbitrary points C and D, then use Parallel Line under CONSTRUCT to obtain lines through C and D parallel to line .)
[2] Construct a point E on one line and point F on another, then construct line . Select the point G of intersection of with the third line.
[3] Display the ratio EF/FG on the screen.
As you drag E to change the slope of line , observe what happens to the ratio EF/FG. What theorem explains this behavior?
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