Geometry (Part-8)Total Questions: 5041. Explain it- [SSC CHSL 14/08/2023 (3rd Shift)](a) 4.2(b) 3.6(c) 3.2(d) 4.0Correct Answer: (b) 3.6Solution:42. The area of two similar triangles TUV and PQR are 18cm² and 32cm² respectively. If TU = 6 cm, then PQ is equal to: [SSC CHSL 14/08/2023 (4th Shift)](a) 4 cm(b) 8 cm(c) 2 cm(d) 64 cmCorrect Answer: (b) 8 cmSolution:43. An equilateral triangle has sides of 18 cm each. The ratio of the inradius to circumradius of the triangle is: [SSC CHSL 14/08/2023 (4th Shift)](a) 2 : 1(b) 3 : 2(c) 3 : 4(d) 1 : 2Correct Answer: (d) 1 : 2Solution:44. In ∆CAB, ∠CAB = 90º and AD ⊥ BC. If AC = 24 cm, AB = 10cm, then find the value of AD (in cm). [SSC CHSL 17/08/2023 (1st Shift)](a) 9.23(b) 8.23(c) 7.14(d) 10.23Correct Answer: (a) 9.23Solution:45. In figure, ∠ADB is equal to: [SSC CHSL 17/08/2023 (1st Shift)](a) 40°(b) 60°(c) 80°(d) 50°Correct Answer: (c) 80°Solution:46. In the figure, chords XY = x cm and PQ = 10 cm are intersecting each other at point L. Find the length of XY (in cm). [SSC CHSL 17/08/2023 (1st Shift)](a) 22(b) 21(c) 20(d) 23Correct Answer: (c) 20Solution:47. An arc of length 33 π cm subtends an angle of 132° at the centre of the circle. Find the radius of the circle. [SSC CHSL 17/08/2023 (2nd Shift)](a) 45 cm(b) 40 cm(c) 30 cm(d) 35 cmCorrect Answer: (a) 45 cmSolution:48. Three angles of a triangle are (x -15)°, (x + 45)º and (x + 60)º . Identify the type of triangle. [SSC CHSL 17/08/2023 (2nd Shift)](a) Obtuse angle triangle(b) Right angle triangle(c) Isosceles triangle(d) Equilateral triangleCorrect Answer: (b) Right angle triangleSolution:49. It is given that ∆ABC ≅ ∆FDE and AB = 5 cm, ∠B = 40º and ∠A = 80º Then which of the following is true? [SSC CHSL 17/08/2023 (3rd Shift)](a) DE = 5 cm, ∠D = 60º(b) DE = 5cm ∠E = 60º(c) DF = 5cm ∠F = 60º(d) DF = 5cm ∠E = 60ºCorrect Answer: (d) DF = 5cm ∠E = 60ºSolution:50. If three angles of a triangle are (2y + 40º), (5y - 60º), and (3y - 80º), then what is the value of y ? [SSC CHSL 17/08/2023 (3rd Shift)](a) 30°(b) 24°(c) 28°(d) 26°Correct Answer: (c) 28°Solution:According to the question, 2y + 40º + 5y - 60º + 3y - 80º = 180º 10y = 180º + 100º = 280º y = 28ºSubmit Quiz« Previous12345