how to find the perpendicular bisector of a line with 2 coordinates given
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Answered by
2
[(2+8)/2, (5 +3)/2] =
(10/2, 8/2) =
(5, 4)
The coordinates of the midpoint of (2, 5) and (8, 3) are (5, 4).
(3-5)/(8-2) =
-2/6 =
-1/3
(10/2, 8/2) =
(5, 4)
The coordinates of the midpoint of (2, 5) and (8, 3) are (5, 4).
(3-5)/(8-2) =
-2/6 =
-1/3
Answered by
0
for finding perpendicular bisector of line joining two pts
find firstly their mid pt
then take any other pt (x,y)
take them as vector
then their dot product is zero
if you don't know dot product then ask me
find firstly their mid pt
then take any other pt (x,y)
take them as vector
then their dot product is zero
if you don't know dot product then ask me
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