CAT 2018 Slot 1 QA · Question 2
In a circle with centre O and radius 1 cm, an arc AB makes an angle 60 degrees at O. Let R be the region bounded by the radii OA, OB and the arc AB. If C and D are two points on OA and OB, respectively, such that OC = OD and the area of triangle OCD is half that of R, then the length of OC, in cm, is
- A.\frac{π}{4}
- B.\frac{π}{6}
- C.\frac{π}{4√3}
- D.\frac{π}{3√3}
Sign in free to see the answer and the step-by-step solution.
Show answer