the co-ordinates of the point a and b are (3,-5) and (1,-2) respectively. then the ordinate of a point c on the line segment ab, such that ac/ab=4/7 is
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From the above condition, we can observe that the point B divides the line segment joining AC in 1;3 ratio, or AC:AB=3:1 or AB:BC=2:1. Let the coordinates of C be (x,y). Therefore,
B(−2,4)=(
3
1(x)+2(3)
,
3
1(y)+2(2)
)
Or
3
6+x
=−2 or 6+x=−6 or x=−12. Similarly
3
4+y
=4 or 4+y=12 or y=8.
Hence C(x,y)=(−12,8)
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