GeometryTotal Questions: 5041. Explain it- [SSC CGL 17/07/2023 (4th shift)](a) 16/9(b) 13/6(c) 25/4(d) 15/7Correct Answer: (c) 25/4Solution:42. AB is the diameter of a circle with centre O. P be a point on it. If ∠AOP = 95º, then ∠OBP =_______. [SSC CGL 14/07/2023 (3rd shift)](a) 57.5°(b) 45.5°(c) 47.5°(d) 55.5°Correct Answer: (c) 47.5°Solution:43. In a parallelogram, one of the parallel sides is 16 cm and the other side is 12 cm. If the perpendicular distance between the two parallel sides of dimension 16 cm is 24 cm, then the perpendicular distance between its other two parallel sides is: [Matriculation Level 27/06/2023 (Shift-2)](a) 16 cm(b) 12 cm(c) 32 cm(d) 24 cmCorrect Answer: (c) 32 cmSolution:44. Two medians DM and EN of triangle DEF intersect each other at Gat right angles. If EF = 20 cm and EN = 12 cm, then what is the length of DM ? (in cm) [SSC CHSL 16/03/2023 (3rd Shift)](a) 20(b) 12(c) 18(d) 15Correct Answer: (c) 18Solution: 45. In a triangle ABC, AB = 6 cm, BC = 11 cm. How many integral values of AC can be possible? [SSC CHSL 10/03/2023 (2nd Shift)](a) 10(b) 8(c) 12(d) 11Correct Answer: (d) 11Solution:46. Two circles of radius of 6 cm each. They intersect each other such that each passes through the centre of the other. What is the length of the common chord? [SSC CHSL 09/03/2023 (2nd Shift)](a) 9√3 cm(b) 12 cm(c) 6√3 cm(d) 8 cmCorrect Answer: (c) 6√3 cmSolution:47. In a trapezium ABCD, AB and DC are parallel to each other with a perpendicular distance of 8 m between them. Also, (AD) = (BC) = 10m and (AB) = 15m < (DC). What is the perimeter (in m) of the trapezium ABCD? [SSC CGL Tier II (07/03/2023)](a) 50(b) 66(c) 62(d) 58Correct Answer: (c) 62Solution:48. 'O' is a point in the interior of an equilateral triangle. The perpendicular distance from 'O' to the sides are 3 cm, 2√3cm, 5√3cm. The perimeter of the triangle is: [SSC CGL 13/12/2022 (4th Shift)](a) 48 cm(b) 32 cm(c) 24 cm(d) 64 cmCorrect Answer: (a) 48 cmSolution:49. Three circles of radius 6 cm are kept touching each other. The string is tightly tied around these three circles. What is the length of the string? [SSC CGL 03/12/2022 (2nd Shift)](a) 36 + 18π cm(b) 36 + 12π cm(c) 24 + 36π cm(d) 36 + 20π cmCorrect Answer: (a) 36 + 18π cmSolution:50. In the given figure, a circle is inscribed in △PQR such that it touches the sides PQ, QR and RP at points D, E, F, respectively. If the lengths of the sides PQ = 15 cm, QR = 11 cm and RP = 13cm then find the length of PD. [SSC CGL 02/12/2022 (1st Shift)](a) 9 cm(b) 8 cm(c) 7.5 cm(d) 8.5 cmCorrect Answer: (d) 8.5 cmSolution:Submit Quiz« Previous12345