A minimum of ___ distinct non-collinear points are needed to construct a unique circle.

one

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two

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three

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four

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Solution

The correct option is C three
Given two points, infinite number of circles can be dawn passing through them. Of these infinite circles only one will pass through point "C" marked on the plane. So, a minimum of three distinct non-collinear points are needed to construct a unique circle.

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A minimum of ___ distinct non-collinear points are needed to construct a unique circle.

The correct option is C threeGiven two points, infinite number of circles can be dawn passing through them. Of these infinite circles only one will pass through point "C" marked on the plane. So, a minimum of three distinct non-collinear points are needed to construct a unique circle.

The correct option is C three
Given two points, infinite number of circles can be dawn passing through them. Of these infinite circles only one will pass through point "C" marked on the plane. So, a minimum of three distinct non-collinear points are needed to construct a unique circle.