Let P and Q be distinct points on the parabola `y^2=4x` such that circle, for which PQ is the diameter passes through vertex of the parabola. If area of `triangle OPQ` (O is origin) is 20 and the diameter of circum circle of `triangle OPQ` is d, then `d^2/65` is equal to

Let P and Q be distinct points on the parabola y^2 = 2x such that a circle with PQ as diameter passes through the vertex O of the parabola. If P lies in the first quadrant and the area of the triangle Delta OPQ is 3 sqrt 2 , then which of the following is (are) the coordinates of P?

Let P and Q be distinct points on the parabola y^2 = 2x such that a circle with PQ as diameter passes through the vertex O of the parabola. If P lies in the first quadrant and the area of the triangle Delta OPQ is 3 √2 , then which of the following is (are) the coordinates of P?

Let P and Q be distinct points on the parabola y^(2)=2x such that a circle with PQ as diameter passes through the vertex o of the parabola.If P lies in the first quadrant and the area of the triangle Delta OPQ is 32, then which of the following is (are) the coordinates of P?

Let P and Q be distinct points on the parabola y^(2) = 2x such that a circle with PQ as diameter passes through the vertex O of the parabola . If P lies in the first quadrant and the area of the triangle OPQ is 3 sqrt(2) , then which of the following is (are) the coordinates of P ?

Let PQ be a chord of the parabola y^2=4x . A circle drawn with PQ as a diameter passes through the vertex V of the parabola. If ar(Delta PVQ)=20 sq unit then the coordinates of P are

Let P and Q be distinct points on the parabola y^2 = 2x such that a circle with PQ as diameter passes through the vertex O of the parabola. If P lies in the first quadrant and the area of the triangle Delta OPQ is 3 sqrt 2 , then which of the following is (are) the coordinates of P? (a) ( 4 , 2 √ 2 ) (b) ( 9 , 3 √ 2 ) (c) ( 1 4 , 1 √ 2 ) (d) ( 1 , √ 2 )

Let P and Q be distinct points on the parabola y^2 = 2x such that a circle with PQ as diameter passes through the vertex O of the parabola. If P lies in the first quadrant and the area of the triangle Delta OPQ is 3 sqrt 2 , then which of the following is (are) the coordinates of P? (a) ( 4 , 2 √ 2 ) (b) ( 9 , 3 √ 2 ) (c) ( 1 4 , 1 √ 2 ) (d) ( 1 , √ 2 )

Let PQ be a chord of the parabola y^2=4x . A circle drawn with PQ as a diameter passes through the vertex V of theparabola. If ar(Delta PVQ)=20 sq unit then the coordinates of P are

Let PQ be a chord of the parabola y^2=4x . A circle drawn with PQ as a diameter passes through the vertex V of theparabola. If ar(Delta PVQ)=20 sq unit then the coordinates of P are