Find the coordinates of point which divides the joint of (-1,7) and (4,-3) in the ratio 2:3
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A(-1,7) ⇒ x₁=-1 y₁=7
B(4,-3) ⇒ x₂=4 y₂=-3
m:n=2:3
x=(nx₁+mx₂)/(m+n)
=3*-1+2*4/5
=-3+8/5
=1
y=3*7+2*-3/5
=21-6/5
=3
The point is (1,3)
B(4,-3) ⇒ x₂=4 y₂=-3
m:n=2:3
x=(nx₁+mx₂)/(m+n)
=3*-1+2*4/5
=-3+8/5
=1
y=3*7+2*-3/5
=21-6/5
=3
The point is (1,3)
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