$\sqrt 3 \,{\rm{cosec}}\,{20^o} - \sec \,{20^o} = $
$2$
$\frac{{2\,\sin {{20}^o}}}{{\sin {{40}^o}}}$
$4$
$\frac{{4\,\sin {{20}^o}}}{{\sin {{40}^o}}}$
જો $x + y + z = {180^o},$ તો $\cos 2x + \cos 2y - \cos 2z = . . . .$
$\tan {3^o} + 2\tan {6^o} + 4\tan {12^o} + 8\cot {24^o} = \cot {\theta ^o}$ થાય તો
જો $0 < x < \frac{\pi }{4}.$ તો $\sec 2x - \tan 2x = $
If $k = \sin \frac{\pi }{{18}}\,.\,\sin \frac{{5\pi }}{{18}}\,.\,\sin \frac{{7\pi }}{{18}},$ then the numerical value of $k$ is
$\tan 5x\tan 3x\tan 2x = $