What is the value of$ Cot 60^{0} - Cos 45^{0}$?1). $\frac{\left(9 -2 \sqrt{3}\right)}{9}$2). $\frac{\left(2\sqrt{6}-1\right)}{\sqrt{3}}$3). $\frac{(1 -2 \sqrt{3})}{2}$4). $\frac{\left(\sqrt{2}-\sqrt{3}\right)}{\sqrt{6}}$
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1. $\frac{2 sin68^{0}}{cos22^{0}}- \frac{2 cot15^{0}}{5tan75^{0}}-\frac{3 tan45^{0}.tan20^{0}.tan40^{0}.tan50^{0}.tan70^{0}}{5}$ is equal to
2. What is the value of $\tan^{4}A+\tan^{2}A$ ?
3. If \(\frac{{sec\theta\; + \;tan\theta }}{{sec\theta\; - \; tan\theta }} = \frac{5}{3}\), then sinθ is equal to
4. Cosine Rule is also known as
5. If Sec θ = 5/3, then what is the value of Cosec θ?
6. What is the value of Tan 45° + 4/√3 Sec 60°?
7. $\triangle DEF $ is right angled at E. If $m\angle F$ = $45^{0}$, then what is the value of 2 Sin F x Cot F?
8. What is the value of 4cos330° + 2sec2 60° + tan260°sin2 45° - sin30°tan245° - 4/cosec360°?
9. Two circles with centres P and Q touch each other externally. A straight line drawn through the point of contact intersects the circle with centre P at A and the circle with centre Q at B. Then, which of the following is true?
10. A man travelled a distance of 61 km. in 9 hours , partly by walking at speed of 4 km / hr and partly on bicycle at speed of 9 km / hr. The distance covered by walking is
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