1 votes 1 votes In the given figure, $\text{PQRSTV}$ is a regular hexagon with each side of length $5\mathrm{~cm}.$ A circle is drawn with its centre at $ \mathrm{V}$ such that it passes through $\mathrm{P}.$ What is the area $ \text{( in cm}^{2})$ of the shaded region? (The diagram is representative) $\frac{25 \pi}{3}$ $\frac{20 \pi}{3}$ $6 \pi$ $7\pi$ Quantitative Aptitude gatecivil-2023-set1 quantitative-aptitude geometry area + – admin asked May 21, 2023 • edited Sep 29, 2023 by Arjun admin 4.2k points answer See all 0 reply
0 votes 0 votes <PVT=120 DEGREE FOR 360 DEGREE---→ AREA = PIE*5*5 FOR 120 DEGREEE------->X CONVERTING IN RADIAN X= PIE* 5 * 5 * (2*PIE/3 ) / 2*PIE X=25 PIE/3 faisal_sayyed answered Jan 1 faisal_sayyed 140 points comment Share See all 0 reply Please log in or register to add a comment.