Trigonometry (Railway Maths) (Part – I)Total Questions: 501. If sec 4A = cosec (3A - 50°), where 4A and 3A are acute angles, find the value of A + 75. [Group D 18/08/2022 (Afternoon) ](a) 95°(b) 105°(c) 78(d) 67°Correct Answer: (a) 95°Solution:2. The value of [Group D 22/08/2022 (Afternoon) ](a) 3/4(b) 5/3(c) 6/5(d) 4/3Correct Answer: (b) 5/3Solution:3. The value of [Group D 22/08/2022 (Evening) ](a) 4(b) 5(c) 3(d) 1Correct Answer: (d) 1Solution:4. If tanθ = 4, then the value of 4cosθ + 2 sinθ / 2 sinθ - cosθ is : [Group D 23/08/2022 (Afternoon) ](a) 12/5(b) 12/7(c) 12/8(d) 12/10Correct Answer: (b) 12/7Solution:5. Simplify the equation? [Group D 24/08/2022 (Evening) ](a) 1(b) - 1(c) 0(d) 2Correct Answer: (d) 2Solution:6. Find the value of [Group D 26/08/2022 (Evening) ](a) 1 - sinα(b) 1 - cosα(c) 1 + sinα(d) 1 + cosαCorrect Answer: (b) 1 - cosαSolution:7. If cos⁴ θ - sin⁴ θ = k, then the value of 1 + k / 1 - k is: [Group D 29/08/2022 (Afternoon) ](a) cot² θ(b) tan² θ(c) cosec² θ(d) sin² θCorrect Answer: (a) cot² θSolution:8. Simplify the equation? [Group D 29/08/2022 (Evening) ](a) tanθ(b) cotθ(c) cosθ(d) sinθCorrect Answer: (c) cosθSolution:9. If x = (sec θ - cos θ) (cot θ + tan θ) and y = secθ(sec θ + tan θ)( 1 - sinθ), 0°<θ < 90°, then xy is equal to: [Group D 02/09/2022 (Morning) ](a) tanθ secθ(b) cotθ(c) sinθ(d) cosecθ cotθCorrect Answer: (a) tanθ secθSolution:10. Simplify the equation? [Group D 05/09/2022 (Afternoon) ](a) cosθ(b) cosecθ(c) secθ(d) sinθCorrect Answer: (d) sinθSolution:Submit Quiz12345Next »