Find the coordinates of the point equidistant from three given points A(5, 3), B(5, –5) and C(1, –5)
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mid point of BC (5+1)/2 = 3 and (-5 -5)/2 = -5
R = (3, -5)
The point equi distant from A, B and C is centroid of triangle ABC
Let this point be P
then AP: PR = 2:1
coordinate of A (5,3) and R (3, -5)
You can apply the section formula now to get the coordinates of P
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