If $x sin60^{0} tan30^{0} - tan45^{0}$ = $cosec60^{0} cot 30^{0} - sec^{2}45^{0}$, then x =

If $x sin60^{0} tan30^{0} - tan45^{0}$ = $cosec60^{0} cot 30^{0} - sec^{2}45^{0}$, then x =
1). 2
2). -2
3). 6
4). -4

SSC CGL Books

---

Join Telegram Group

Answer This Question
Name:
Email:
Answer :
Sum of (5+2)
Submit:

Other Questions

1. The value of $\left(sin^{2}7\frac{1}{2}^{0}+sin^{2}82\frac{1}{2}^{0}+tan^{2}2^{0}tan^{2}88^{0}\right)$

2. If $\frac{cosA}{(1 - sinA)} = x$, then the value of x is

3. If $tan2\theta. tan3\theta$ = 1, where $0^{0} < \theta < 90^{0}$ then the value of $\theta$ is

4. If secθ(cosθ + sinθ) = √2, then what is the value of 2sinθ/(cosθ - sinθ)?

5. \(\frac{1}{{1\; - \;{{\cos }^2}A}} + \frac{4}{{1\; - {\rm{\;se}}{{\rm{c}}^2}{\rm{A}}}} + 3co{\sec ^2}{\rm{A}}\) is

6. If $tan(5x - 10^{0})$ = $cot(5y + 20^{0})$, the value of (x +y ) is

7.  The sides of a triangle are 195, 157 and 210, respectively. What is the area of the triangle?

8. If tan θ - cot θ = 0, find the value of √6(4sin θ + 2cos θ),

9. Find the exact value of [tan(25o) + tan(50o]/[1 - tan(25o) tan(50o)]

10.  Considering 0° < x < 180°, angle of cos x = -0.8726 is