Find the equation of the circle which is touched by `y=x` , has its center on the positive direction of the x=axis and cuts off a chord of length 2 units along the line `sqrt(3)y-x=0`

The equation of the circle which is touched by y=x, has its centre on the positive direction of the x-axis and cuts off a chord of length 2 unit along the line sqrt3y-x=0

The equation of the circle which is touched by y=x has its centre on the positive direction of the x -axis and cuts off a chord of length 2 units along the line sqrt(3) y-x=0 is

The radius of the circle, which is touched by the line y= x and has its centre on the positive direction of x-axis and also cuts-off a chord of length 2 units along the line sqrt 3y -x=0 is:

The radius of the circle touches the line y=x and has centre on the x-axis and cuts a chord of length 2 units along the line sqrt(3)y-x=0

Find the equation of the line which cuts off an intercept 4 on the positive direction of x-axis and an intercept 3 on the negative direction of y-axis.

Find the equation of the line which cuts off an intercept 4 on the positive direction of x -axis and an intercept 3 on the negative direction of y -axis.

Find the equation of the circle which touches the axis of y at a distance 4 from the origin and cuts off an intercept of length 6 on the axis of x .

Find the equation of the line which cuts off an intercept 4 on negative direction of x-axis and an intercept of 2 on positive direction of y-axis.