
Christopher R. answered 10/14/14
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The way to find the slope of the line between two points is to take the ratio of the difference of the y-coordinates and the difference of the x-coordinates in which is:
m=(y2-y1)/(x2-x1)
This problem has given slope with unknown x-coordinate. Substitute the variables for finding the slope and make it equal to the known slope in which is:
(4-8)/(r--2)=-4/(r+2)=-1/2.
The simplist way to solve for r is to cross multiply in which the equation becomes:
-1*(r+2)=-4*2. The negatives can drop out due to being on both sides of the equation. Hence,
r+2=8. Now, I'll let you finish this problem. (r,4)= ?.