How do you draw a 900 angle?

A 90-degree angle lies exactly between a 120-degree angle and a 60-degree angle.Hence, follow the below steps:Draw a line segment OATaking O as centre and using a compass draw an arc of some radius, that cuts OA at PTaking P as a centre and with the same radius draw another arc, that cuts the first arc at QTaking Q as a centre and with the same radius draw an arc, that cuts the first arc at RNow taking Q and R as centres and radius greater than the arc QR, draw two arcs, such that they intersect at S.Join OS such that ∠AOB is a 90-degree angle

How do you draw a 900 angle?

A 90-degree angle lies exactly between a 120-degree angle and a 60-degree angle.Hence, follow the below steps:Draw a line segment OATaking O as centre and using a compass draw an arc of some radius, that cuts OA at PTaking P as a centre and with the same radius draw another arc, that cuts the first arc at QTaking Q as a centre and with the same radius draw an arc, that cuts the first arc at RNow taking Q and R as centres and radius greater than the arc QR, draw two arcs, such that they intersect at S.Join OS such that ∠AOB is a 90-degree angle

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How do you draw a 90⁰ angle?

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By drawing a perpendicular to a line from a point lying on it

By bisecting the angle between 120⁰and 60⁰

By bisecting a 90⁰ angle

By drawing multiples of 45⁰ angle

answer is B.

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Detailed Solution

A 90-degree angle lies exactly between a 120-degree angle and a 60-degree angle.

Hence, follow the below steps:

Draw a line segment OA
Taking O as centre and using a compass draw an arc of some radius, that cuts OA at P
Taking P as a centre and with the same radius draw another arc, that cuts the first arc at Q
Taking Q as a centre and with the same radius draw an arc, that cuts the first arc at R
Now taking Q and R as centres and radius greater than the arc QR, draw two arcs, such that they intersect at S.
Join OS such that ∠AOB is a 90-degree angle