What is the minimum number of arcs do you need to draw, while constructing a copy of an angle?

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Solution

The correct option is B 2
Two arcs are at least needed to construct a copy of an angle.

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Similar questions

Q. It is possible to construct a copy of an angle just by drawing a single arc.

Q. For constructing an angle of

60^{\circ}

, we need to draw a minimum of arc/arcs.

(a) Draw an angle of measure $115^{\circ}$ and construct its bisector.
(b) Suppose an angle (whose measure we do not know) is given and you have to make a copy of this angle. How will you do it? [4 MARKS]

Q. The mininum number of arcs needed to construct an angle bisector is __.

During construction of a $60^{\circ}$ angle, minimum 3 arcs need to be drawn.

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What is the minimum number of arcs do you need to draw, while constructing a copy of an angle?

The correct option is B 2Two arcs are at least needed to construct a copy of an angle.

The correct option is B 2
Two arcs are at least needed to construct a copy of an angle.