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Don't know the answer ,please help
sidheshsm21p9jrlp:
coordinates are (-1/3,0) and (-2/3,-3)
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given points A(1,-2) ;B(-3,-4)
the point of trisection divides AB in the ratio 1:2 and 2:1
case1:-
if p divides the line segment in the ratio 1:2 then
p=({mx2+mx1÷m+n}, {my2+my1÷m+n})
{[1(-3)+2(1)÷3],[1(-4)+2(-2)÷3]}
[(-3+2)/3],[-4-4/3]
=(-1/3,-8/3)
in case 2:
if p divides the line segment in the ratio 2:1 then )
p=(2(-3)+1(1)÷3 , 2(-4)+1(-2)÷3)
p= -5/3,-10/2
(-5/3,-5)
so,( -1/3,-8/3) and (-5/3,-5) are the coordinates of the point of trisection
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