2. If the coordinates of points A and B are (-2,-2) and (2,-4) respectively, find the
Coordinates of P such that AP=3/7AB,
Where P lies on the line segment AB
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(-2/7,-20/7)
Step-by-step explanation:
Take ratio of AP:BP=3:4
m1=3 AND m2=4
THEN PUT SECTION FORMULA
x= (m1x2+m2x1)/m1+m2 where x1=-2 and x2=2
y=(m1y2+m2y1)/m1+m2 where y1=-2 and y2=-4
then for x by putting all values we get -2/7
and for y we get-20/7
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