Question

The angle between the tangents drawn from an external point is 60 degree, then the angle between the radii of the same circle is ​

Answer 1

Answer:

120°

Step-by-step explanation:

Let AB the tangent and c be the centre

Sum of angles of triangle =180°

Angle BAC=30°. AngleABC=90° and x be angle between centre and radius

X+30°+90°=180°

X+120°=180°

X=180°-120°

X=60°

ANGLE BETWEEN 2 RADIUS OF SAME CIRCLE =2X

2×60°

=120°

Answer 2

Answer:

120°

Step-by-step explanation:

Let AB the tangent and c be the centre

Sum of angles of triangle =180°

Angle BAC=30°. Angle ABC=90° and x be angle between centre and radius

X+30°+90°=180°

X+120°=180°

X=180°-120°

X=60°

ANGLE BETWEEN 2 RADIUS OF SAME CIRCLE =2X

2×60°

=120°

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