Le n be the number of points having rational coordinates equidistant from the point `(0,sqrt3)`, the

Let n be the number of points having rational coordinates equidistant from the point (0,sqrt3) , then

Le n be the number of points having rational coordinates equidistant from the point (0,sqrt(3)) the

Let n be the number of points having rational co-ordinates equidistant from the point (0, sqrt(3)) , then:

Prove that the maximum number of points with rational coordinates on a circle whose center is (sqrt(3),0) is two.

Prove that the maximum number of points with rational coordinates on a circle whose center is (sqrt(3),0) is two.

Prove that the maximum number of points with rational coordinates on a circle whose center is (sqrt(3),0) is two.

Prove that the maximum number of points with rational coordinates on a circle whose center is (sqrt(3),0) is two.

Prove that the maximum number of points with rational coordinates on a circle whose center is (sqrt(3),0) is two.

The locus of a point which is equidistant from the points (1, 1) and (3, 3) is