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The locus of a point P moving in a plane about another point O in such a way that its distance from it is constant, is called _________

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The locus of a point P moving in a plane about another point O in such a way that its distance from it is constant, is called _________

(a) Arc

(b) Angle

(c) Circle

(d) Perpendicular bisector

The question was posed to me during an online interview.

My doubt stems from Loci of Points in chapter Lettering Practice, Scales & Curves of Civil Engineering Drawing

1 Answer

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Right choice is (c) Circle

The explanation: According to locus postulate: The locus of a point P moving in a lane about another point in such a way that its distance from it is constant, is a circle of some radius.

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