If $\frac{(1 + secA)}{tanA}$ = x, then x is
1). $cot\frac{A}{2}$
2). $tan\frac{A}{2}$
3). $cosec\frac{A}{2}$
4). $sec\frac{A}{2}$
1. Solve for x in the given equation: Arc tan (2x) + arc tan (x) = π/4
2. √[(1 - sinA)/(1 + sinA)] is equal to?
4. The value of 1/(1 – cot2 α) + 1/(1 – tan2 α) is equal to
5. If sec x + cos x = 2, then the value of $sec^{16}x + cos^{16}x$ will be
6. Find the value of tan 20° × tan 30° × tan 40°.
7. If 2 cos θ = 2 - sin θ, then what is the value of cos θ?
9. What is the simplified value of $\left(\frac{1}{secA+tanA}\right)^{2}$ ?
10. Find the value of $tan 4^{0}tan 43^{0}tan 47^{0}tan 86^{0}$