The portion of a line intercepted between the coordinate axes is divided by the point (2,2) in the ratio 3: 2. The equation of the line is
x+y=10
2x+3y=10
x−2y=5
4x+y=3
Let A(a,0) ,B(0,b)
∴(2,2)=(2a5,3b5)
∴a=5, b=103
∴ The equation is x5+y10/3=1
x5+3y10=1 2x+3y10=1