CATGeometry > Hard3π(5+12π)3 \sqrt{\pi}\left(5+\frac{12}{\pi}\right)3π(5+π12)3π(52+6π)3 \sqrt{\pi}\left(\frac{5}{2}+\frac{6}{\pi}\right)3π(25+π6)5π(3+9π)5 \sqrt{\pi}\left(3+\frac{9}{\pi}\right)5π(3+π9)4π(3+9π)4 \sqrt{\pi}\left(3+\frac{9}{\pi}\right)4π(3+π9)✅ Correct Option: 1Related questions:CAT 2024 Slot 1In the XY-plane, the area, in sq. units, of the region defined by the inequalities y≥x+4y \geq x+4y≥x+4 and −4≤x2+y2+4(x−y)≤0-4 \leq x^{2}+y^{2}+4(x-y) \leq 0−4≤x2+y2+4(x−y)≤0 is2025 Slot 1In a circle with center CCC and radius 626\sqrt{2}62 cm, PQPQPQ and SRSRSR are two parallel chords separated by one of the diameters. If ∠PQC=45∘\angle PQC = 45^\circ∠PQC=45∘, and the ratio of the perpendicular distance of PQPQPQ and SRSRSR from CCC is 3:23:23:2, then the area, in sq. cm, of the quadrilateral PQRSPQRSPQRS isCAT 2022 Slot 3In a triangle ABC,AB=AC=8ABC, AB = AC = 8ABC,AB=AC=8cm. AAA circle drawn with BCBCBC as diameter passes through AAA. Another circle drawn with center at AA A passes through BBB and CCC. Then the area, in sq. cm, of the overlapping region between the two circles is