Question

fill in the blanks

If the point P (6,7) divides the segment joining A(8,9) and B(1,2) in some ratio. Find that ratio.

Solution :

Point P divides segment AB in the ratio m:n.
A(8,9 ) = (x1.yı) .B(1,2) = (x2.y) and P (6,7) = (x,y)
Using Section formula of internal division,
7= m (__)+n(9)
7m +7n = (____) + 9n
7m-(__) = (___)+9n
(__)=2n
m/n = (__/__)​

Answer 1

Answer:

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Step-by-step explanation:

7=m(2)+n(9)