A (15 , 5), B (9 , 20) an A-P-B . Find the ratio in which P (11 , 15) divides segment AB.
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Answer:
Step-by-step explanation:
A(15,12) = (x1,y1)
B(9,20) = (x2,y2)
and P(11,15) = (x, y)
m:n=?
Section formula,
X = mx2+nx1/ m+n
11 = m(9) + n(15)
11(m+n) = 9m+15n
11m + 11n = 9m+15n
11m-9m = 15n-11n
2m = 4n
m/n = 4/2
m/n= 2/1
So, Answer is m:n = 2:1
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