if the points p(-1, 2) divides the line segment joining the point A(2,5)
and B in the ratio 3:1, find the
Coordinates of B.
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Answer:
let the cordinates of point be (x,y)
p(-1)= mx2+nx1/m+n
= -1= 3x+2/4
= -4=3x+2
= -6= 3x
= x = -2
now,
p(2)=my2+ny1/m+n
=2 =3y+5/ 3+1
=2= 3y+5/4
=8=3y+5
=8-5 =3y
3=3y
y=1
hence the coordinates of point B =(-2,1)
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