SSC CGL Previous Year Questions: Trigonometry - 1 Free MCQ Test with solutions

If cosec2θ = sec(3θ – 15°), then θ is equal to:    (SSC CGL-2018)

The value of sin² 32° + sin²58° – sin30° + sec²60° is equal to:    (SSC CGL-2018)

    (SSC CGL-2018)

The value of sin²38° + sin²52° + sin²30° – tan²45° is equal to:      (SSC CGL-2018)

If sec 4θ = cosec(θ + 20°), then θ is equal to:    (SSC CGL-2018)

    (SSC CGL-2018)

It is given that,    (SSC CGL-2018)

For α and β both being acute angles, it is given that sin (α + β) = 1, cos (α – β) = 1/2. The values of a and b are :       (SSC CHSL-2018)

 If θ = 9º, then what is the value of cot θ cot 2 θ cot 3 θ cot 4 θ cot 5 θ cot 6 θ  cot 7 θ cot 8 θ cot 9 θ?    (SSC CHSL-2018)

From the top of a 12 m high building, the angle of elevation of the top of a tower is 60° and the angle of depression of the foot of the tower is q, such that tan q = 3/4. What is the height of the tower ( 3 = 1.73)?    (SSC Sub. Ins. 2018)

If tan 3x = cot (30° + 2x), then what is the value of x?     (SSC Sub. Ins. 2018)

    (SSC Sub. Ins. 2018)

A ladder leaning against a wall makes an angle q with the horizontal ground such that sin θ = 12/13. If the foot of the ladder is 7.5 m from the wall, then what is the height of the point where the top of the ladder touches the wait?    (SSC Sub. Ins. 2018)

If θ + φ = 2/3 π and cos θ = √3/2, then what is the value of sin φ?    (SSC  Sub. Ins. 2017)

 then what is the value of x?    (SSC  Sub. Ins. 2017)

If sin (θ + 23°) = cos 58°, then what is the value of cos 5 θ?    (SSC  Sub. Ins. 2017)

If sec θ + cosec θ = √2 sec (90 – θ) then what is the value of cot θ?    (SSC  Sub. Ins. 2017)

What is the simplified value of    (SSC  Sub. Ins. 2017)

 then value of x is (SSC CGL 2017)

If 2sec A – (1 + sinA)/cos A = x, then the value of x is    (SSC  CGL 2017)