If two circles touching both the axes and passing through `(2, 3)` then length of thei common chord is

If two circles touching both the axes are passing through (2,3) then length of their common chord is

If two circles touching both the axes are passing through (2,3) then length of their common chord is

If two circles touching both the axes are passing through (2,3) then length of their common chord is

Centre of circles touching both axes and passing through (2,-3)

Centre of circles touching both axes and passing through (2,-3)

Consider circles C_(1) and C_(2) touching both the axes and passing through (4, 4), then the x - intercept of the common chord of the circles is

Consider circles C_1 & C_2 touching both the axes and passing through (4,4) , then the product of radii of these circles is

Consider circles C_(1) and C_(2) touching both the axes and passing through (4, 4), then the product of the radii of the two circles is

If the two circles touches both the axes and intersect each other at " (x_(1),y_(1)) " then the length of the common chord is

Two circles touching both the axes intersect at (3,-2) then the coordinates of their other point of intersection is