The line joining the points (2, -2) and (-2, 4) is trisected, then the points of trisection are
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Step-by-step explanation:
P and Q are points of trisection and P is nearer to A
⟹AP:PB=1:2
So, P=( m+nmx 2 +nx 1 , m+nmy 2 +ny 1 )
⟹( 1+21(5)+2(2) , 1+21(−8)+2(1))
⟹P(−3,2) pasees through 2x−y+k=0
⟹k=8
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