Quant Power-Up: Tackle CAT QA - Geometry | Actual CAT Problem | Daily Practice #61

Описание: Welcome to MathOratory's "Quant Power-Up: Daily CAT Aptitude Practice" series!

Get ready for another stimulating question to enhance your CAT preparation and boost your quantitative aptitude skills.

Today's Question: Geometry | Sectors in a circle

Question Body: 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
[CAT]
a) √((𝜋/(3√3)) )
b) √((𝜋/4) )
c) √((𝜋/(4√3)) )
d) √((𝜋/6) )
[Refer to the thumbnail, for a better view of the options]


In this video, we explore a CAT problem on sectors of a circle, providing a step-by-step solution, expert tips, and strategies to tackle similar problems effectively.
Whether you're a CAT beginner or an experienced test-taker, this question will challenge your logical reasoning and quantitative aptitude abilities.

Join us as we break down the problem, demonstrate various approaches, and guide you towards the most efficient solution.
Regular practice with these types of questions will build your confidence and competence for the CAT and other MBA entrance exams.

Let's conquer this question together and power up your quant skills!

Direct link to the Quant Power-Up Playlist:
Quant Power-Up Playlist (   • Quant Power-Up: Daily CAT Aptitude Practic...  )

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Music Credit:
Music provided by Project-14
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