If {rm{cosec }}A + cot A = frac{{11}}{2}, the | vedclass

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Question

(c) ${\rm{cosec}}\,A + \cot A = \frac{{11}}{2} $

$\Rightarrow {\rm{cosec}}\,A - \cot A = \frac{2}{{11}}$

Therefore $2\cot\, A = \frac{{117}}{{22

Vedclass · Accepted Answer

$\frac{{44}}{{117}}$

Vedclass · Answer

(c) ${m{cosec}}\,A + \cot A = \frac{{11}}{2} $

$\Rightarrow {m{cosec}}\,A - \cot A = \frac{2}{{11}}$

Therefore $2\cot\, A = \frac{{117}}{{22}} $

$\Rightarrow 	an A = \frac{{44}}{{117}}$.

If ${\rm{cosec }}A + \cot A = \frac{{11}}{2},$ then $\tan A = $

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