Trigonometry (Part-2)Total Questions: 5011. If 3 - 2sin²θ - 3Cosθ = 0, 0⁰ < θ < 90⁰, then what is the value of (2Cosecθ + tanθ)? [SSC CHSL 02/07/2019 (Evening) ](a) 7√3(b) 5√3(c) 5√3(d) 7√3/3Correct Answer: (d) 7√3/3Solution:12. A simplified of [SSC CHSL 02/07/2019 (Evening)](a) Cosθ(b) 2Sinθ(c) Sinθ(d) 2CosθCorrect Answer: (d) 2CosθSolution:13. The value of [SSC CHSL 02/07/2019 (Evening)](a) 1/2(b) 4(c) 2(d) 1Correct Answer: (c) 2Solution:14. Simplify [SSC CHSL 02/07/2019 (Morning)](a) Sinθ(b) Secθ(c) Cosθ(d) CosecθCorrect Answer: (c) CosθSolution:15. If 3cos² A + 7sin²A = 4, then what is the value of cot A, given that A is an acute angle ? [SSC CGL 13/06/2019 (Evening)](a) 1(b) √3/2(c) √3/2(d) 1/√3Correct Answer: (b) √3/2Solution:16. If Cosecθ = 13/12, then Sinθ + Cosθ - tanθ is equal to: [SSC CGL 11/06/2019 (Afternoon)](a)(b)(c)(d)Correct Answer: (d)Solution:17. If Sec4θ = Cosec (θ + 20⁰), then θ is equal to: [SSC CGL 10/06/2019 (Afternoon)](a) 22⁰(b) 18⁰(c) 14⁰(d) 20⁰Correct Answer: (c) 14⁰Solution:18. If 3 sinθ = 2cos²θ, 0⁰ < θ < 90⁰, then the valu of (tan²θ + sec²θ - cosec²θ) is : [SSC CGL 10/06/2019 (Morning)](a)(b)(c)(d)Correct Answer: (b)Solution:19. Find the value of k [SSC CGL 10/06/2019 (Morning)](a) cosecθ(b) secθ(c) cosθ(d) sinθCorrect Answer: (b) secθSolution:20. Find the value of [SSC CGL 07/06/2019 (Evening)](a)(b)(c)(d)Correct Answer: (b)Solution:Submit Quiz« Previous12345Next »