Find the coordinate of the point which divides the join of 2,3& 5,7 in the ratio1:2
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Step-by-step explanation:
Using section formula:
X = (mx(2) + n(1))/(m + n) ; Y = (my(2) + ny(1))/(m + n)
Here.
m = 1 , n = 2.
X = [2(2) + 5(1)]/(1 + 2) = (4 + 5)/3
= 3
Y = [3(2) + 7(1)]/(1 + 2) = [6 + 7]/3
= 13/3
Hence the required point is (3 , 13/3)
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