Points A,B,C are on a circle, such that m( arc AB ) = m ( arc BC ) `=120^(@)` . No point, except point B, is common to the arcs. What type is the `Delta ABC `?

Points A, B, C are on a circle, such that m(arc AB) = m (arc BC) =120^(@) . No point, except point B, is common to arcs. Which is the type of DeltaABC ?

Points A,B,C are on circle, such that m(arc AB)=m(arc BC)=120^@ . No point, except point B, is common to the arcs. What is the type of triangle ABC ? a)Equilateral triangle b)Scalene triangle c)Right angled triangle d)Isosceles triangle

Chords AB andCD of a circle with centre O are congruent. If m(arc AXB) = 120^(@) then what is the m(arc( CYD).

Let C be the mid-point of an arc A B of a circle such that m\ hat A B=183^0dot If the region bounded by the arc A C B and line segment A B is denoted by S , then the centre O of the circle lies in the interior of S (b) in the exterior of S on the segment A B (d) on A B and bisects A B

Let C be the mid-point of an arc A B of a circle such that m\ hat A B=183^0dot If the region bounded by the arc A C B and line segment A B is denoted by S , then the centre O of the circle lies (a) in the interior of S (b) in the exterior of S on the segment A B (d) on A B and bisects A B

Secants AB and CD are intersecting in point Q. m(arc AD)=25^@ and m(arc BC)=36^@ , then find /_BQC

Draw a circle with centre P. Draw an arc AB of 100^(@) measure. Draw tangents to the circle at points A and point B.

Points A and B lie on a circle with radius 1, and arc oversetfrown(AB) has length pi/3 . What fraction of the circumference of the circle is the length of arc oversetfrown(AB) ?

Draw a circle with centre P. Draw an arc AB of 100^(@) measure. Draw tangents to the circle at point A and B.