A pair of tangents are drawn to a unit circle with centre at the origin and these tangents intersect at point P enclosing an angle of `60^@`. The area enclosed by the tangents and the arc of the circle is,

A pair of tangents are drawn to a unit circle with centre at the origin and these tangents intersect at the point P enclosing an angle of 60^(0). The area enclosed by the tangents and the arc of the circle is,(2)/(sqrt(3))-(pi)/(6) (b) sqrt(3)-(pi)/(3)(pi)/(3)-sqrt(3)(d)sqrt(3)(1-(pi)/(6))

A pair of tangents are drawn to a unit circle with centre at the origin and these tangents intersect at A enclosing an angle of 60^0 . The area enclosed by these tangents and the arc of the circle is

Choose the correct alternative.A pair of tangents are drawn to a unit circle with centre at the origin and these tangents intersects at A enclosing an angle 60^@ .The area enclosed by these tangents and the area of the circle is

A pair of tangents is drawn to a unit circle with center at the origin and these tangents intersect at A enclosing an angle of 60^0 . The area enclosed by these tangents and the arc of the circle is

A pair of tangents is drawn to a unit circle with center at the origin and these tangents intersect at A enclosing an angle of 60^0 . The area enclosed by these tangents and the arc of the circle is 2/(sqrt(3))-pi/6 (b) sqrt(3)-pi/3 pi/3-(sqrt(3))/6 (d) sqrt(3)(1-pi/6)

A pair of tangents is drawn to a unit circle with center at the origin and these tangents intersect at A enclosing an angle of 60^0 . The area enclosed by these tangents and the arc of the circle is (a) 2/(sqrt(3))-pi/6 (b) sqrt(3)-pi/3 (c) pi/3-(sqrt(3))/6 (d) sqrt(3)(1-pi/6)

There is only _______ tangent drawn at a point on the circle.