[" 6.If one end of the diameter is "(1,1)" and the other end lies "],[" on the line "x+y=3," then find the locus of the centre of "],[" the circle."]

If one end of the diameter is (1,1) and the other end lies on the line x+y=3, then find the locus of the center of the circle.

If one end of the diameter is (1, 1) and the other end lies on the line x+y=3 , then find the locus of the center of the circle.

If one end of the diameter is (1, 1) and the other end lies on the line x+y=3 , then find the locus of the center of the circle.

If one end of the diameter is (1, 1) and the other end lies on the line x+y=3 , then find the locus of the center of the circle.

If one end of the diameter is (1, 1) and the other end lies on the line x+y=3 , then find the locus of the center of the circle.

If one end of the diameter is (1, 1) and the other end lies on the line x+y=3 , then find the locus of the center of the circle.

If one end of the diameter is (1,1) and other end lies on the line x+y=3 , then locus of centre of circle is

The coordinate of one end of a diameter of a circle is (3, 3) and its other end is on the line x+y = 4. If the equation of locus of its centre is x+y = k, then value of k is -

If one end of a diameter of a circle is (3,5) and the centre is (2,3) then the other end of the diameter is