A circle touches the line `y = x` at point P such that `OP = 4 sqrt2`, Circle contains (-10,2) in its interior & length of its chord on the line `x+y=0` is ` 6sqrt2`. Determine the equation of the circle

A circle touches the line y=x at point P such that OP=4sqrt(2) ,circle contains (-10,2) in its interior & length of its chord on the line x+y=0 is 6sqrt(2). Determine the equation of the circle

A circle touches the line y=x at point (4,4) on it. The length of the chord on the line x+y=0 is 6sqrt2 . Then one of the possible equation of the circle is

A circle C touches the line y = x at a point P whose distance from the origin is 4 sqrt2. The point (-10,2) lies inside C. The length of the chord cut off by c, on the line x+y = 0, is 6 sqrt2. Find the equation of C.

A circle c touches the line y = x at a point P whose distance from the origin is 4sqrt(2). The point (-10, 2) lies inside c. The length of the chord cut off by c, on the line x+y=0 is 6sqrt(2). Find the equation of c.

A circle touches the line y=x at point (4,4) on it.The length of the chord on the line x+y=0 is 6sqrt(2) .Then one of the possible equation of the circle is

A circle touches the line y = x at the point (2, 2) and has it centre on y-axis, then square of its radius is

A circle touches the line y = x at the point (2, 2) and has it centre on y-axis, then square of its radius is

If the line 2x-y+1=0 touches the circle at the point (2,5) and the centre of the circle lies in the line x+y-9=0. Find the equation of the circle.

If the line 2x-y+1=0 touches the circle at the point (2,5) and the centre of the circle lies in the line x+y-9=0. Find the equation of the circle.

If a circle touches the lines 3x - 4y - 10 = 0 and 3x - 4y + 30 = 0 and its centre lies on the line x + 2y = 0, then the equation of the circle is