Let P and Q be two distinct points on a circle which has its center at C(2, 3) and which passes through the origin O. If OC is perpendicular to both the line segments CP and CQ, then the set {P, Q} is equal to:

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Mathematics · Coordinate Geometry

Let P and Q be two distinct points on a circle which has its center at C(2, 3) and which passes through the origin O. If OC is perpendicular to both the line segments CP and CQ, then the set {P, Q} is equal to:

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{ (-1, 5), (5, 1) }

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Answer 1

{ (4, 0), (0, 6) }

Answer 2

{ (2 + 2√2, 3 - √5), (2 - 2√2, 3 + √5) }

Answer 3

{ (2 + 2√2, 3 + √5), (2 - 2√2, 3 - √5) }

Answer 4

{ (-1, 5), (5, 1) }

Let P and Q be two distinct points on a circle which has its center at C(2, 3) and which passes through the origin O. If OC is perpendicular to both the line segments CP and CQ, then the set {P, Q} is equal to:

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Let P and Q be two distinct points on a circle which has its center at C(2, 3) and which passes through the origin O. If OC is perpendicular to both the line segments CP and CQ, then the set {P, Q} is equal to:

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