$\frac{1}{\left(tanA+cotA\right)}$ is equal to
1). (cosecA + sinA)(secA - cosA)
2). √[(cosecA - sinA)(secA - cosA)]
3). √[(cosecA + sinA)(secA - cosA)]
4). (cosecA - sinA)(secA - cosA)
1. If cosec2 θ = 625/576, then what is the value of [(sin θ – cos θ)/(sin θ + cos θ)]?
3. In which of the following quadrilaterals only one pair of opposite angles is supplementary?
5. If $sec\theta + tan\theta$ = 2, then the value of $sec\theta $ is
6. What is the value of cosec A sec A cot A - sec A cosec A tan A?
7. The value of sin21° + sin2 5° + sin2 9° + ……… + sin2 89° is
8. If sin A - cos A = $\frac{\sqrt{3}-1}{2}$,then the value of sin A . cos A is