Which of the following option does not belong to the construction of circumcircle?

Construction of a triangle.

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Construction of perpendicular bisectors.

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Construction of circle with radius 2OD. (D is the midpoint of BC)

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None of these

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Solution

The correct option is C
Construction of circle with radius 2OD. (D is the midpoint of BC)

Circumcircle is constructed by taking $O$ as centre and radius equal to $O A$ or $O B$ or $O C$ .

So, constructing the circle with radius $2 O D (D$ is the midpoint of $B C)$ will not give us the circumcircle.

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Which of the following option does not belong to the construction of circumcircle?

The correct option is C Construction of circle with radius 2OD. (D is the midpoint of BC) Circumcircle is constructed by taking O as centre and radius equal to OA or OB or OC. So, constructing the circle with radius 2OD(D is the midpoint of BC) will not give us the circumcircle.