A point P divides the line RT in the ratio -2:5. Find the coordinates of P given R(3,1) and T(6,-5)
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Answer:
Ratio = -2:5
Using section formula
(m1x2+m2x1/m1+m2,m1y2+m2y1/m1+m2)
(-2*6+5*3/-2+5,-2*-5+5*1/-2+5)
(-12+15/3,10+5/3)
(3/3,15/3)
(1,5)=coordinates of P
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