Question 1012383
If a line is divided into four equal parts, then I think you can see that the line was split in half, and then each half was again split in half, yielding four equal pieces.

If you understand that, then what we need to do is find the midpoint of a line three times.

The midpoint of the line connecting F(-6,11) and G(3,4) is the average of their x and y values...after all the point in the middle is halfway across on x and halfway up on the y...

So the midpoint is ((-6 + 3)/2, (11 + 4)/2) or (-3/2, 15/2).  Call that point M for midpoint.

Then we find the midpoint of F and M the exact same way. Then again for M and G.  Can you finish?