Question

Draw pair of tangent inclined
at 60° for a circle of radius 6cm​

Answer 1

Step-by-step explanation:

We know that the radius of the circle is =

perpendicular to the tangent (<OPN =<ORN = 90°)

sum of the all 4 angles of a QUADRILATERAL is 360°.

angle between the radius( <POR ) = 360° -( 90°+60°+90°)=120°.

GIVEN:-

a circle of radius 5cm and a pair of tangent inclined to each other at the angle of 60° .

STEPS OF CONSTRUCTION:-

1. draw a circle with OS centre and a radius of 6cm.

2. draw any diameter POQ of the circle.

3.draw the radius of the means the circle at are such that <QOR =60°.

4. draw PD is perpendicular to PQ. and RE IS PERPENDICULAR TO . OR.

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