A line `4x+y=1` through the point `A(2,-7)` meets the line `B C` whose equation os `3x=4y+1=0` at the point `Bdot` Find the equation to the line `A C` so that `A B=A Cdot`

A line 4x + y = 1 passes through the point A (2,-7) meets the line BC whose equation is 3x-4y + 1 =0,at the point B. If AB = AC, find the equation of AC.

A line 4x+y=1 passes through the point A(2,-7) and meets line BC at B whose equation is 3x -4y +1=0 , the equation of line AC such that AB=AC is

A line 4x+y=1 passes through the point A(2,-7) and meets line BC at B whose equation is 3x -4y +1=0 , the equation of line AC such that AB=AC is (a) 52x +89y +519=0(b) 52x +89y-519=0 c) 82x +52y+519=0 (d) 89x +52y -519=0

A line 4x+y=1 passes through the point A(2,-7) and meets line BC at B whose equation is 3x -4y +1=0 , the equation of line AC such that AB=AC is (a) 52x +89y +519=0(b) 52x +89y-519=0 c) 82x +52y+519=0 (d) 89x +52y -519=0

A line 4x+y=1 passes through the point A(2,-7) and meets line BC at B whose equation is 3x -4y +1=0 , the equation of line AC such that AB=AC is (a) 52x +89y +519=0(b) 52x +89y-519=0 c) 82x +52y+519=0 (d) 89x +52y -519=0

A line 4x+y=1 passes through the point A(2,-7) and meets line BC at B whose equation is 3x -4y +1=0 , the equation of line AC such that AB=AC is (a) 52x +89y +519=0(b) 52x +89y-519=0 c) 82x +52y+519=0 (d) 89x +52y -519=0

A line 4x+y=1 passes through the point A(2,-7) and meets line BC at B whose equation is 3x-4y+1=0 ,the equation of line AC such that AB=AC is (a)52x+89y+519=0(b)52x+89y-519=0c)82x+52y+519=0 (d) 89x+52y-519=0

The straight line 4x+y-1=0 and drawn through A(2,-7) meets the line BC at B . If the equation of BC be 3x-4y+1=0 and overline(AB)=overline(AC) , find the equation of thel line AC.