Given the line segment AB such that B(-2, 12) and the
midpoint m(2,5).
We need to find the coordinates of the
point A.
We will use the midpoint formula to find
A.
We know that:
xm = (
xA+xB)/2
==> 2 =
(-2+xB)/2
Multiply by
2.
==> 4 = -2 +
xB
==> xB = 4+2 =
6
==> xB = 6
Also we
know that:
ym =
(yA+yB)/2
==> 5 = (12 +
yB)/2
==> (12+yB =
10
==> yB =
-2
Then, the point B is : B(6, -2)
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