If `cosectheta=(p+q)/(p-q),then cot(pi,//4+theta//2)=`

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If cosec theta = (p+q)/(p-q), find the value of cot(π/4+theta/2)@ganitalayatutorial9 If cosec theta = (p+q)/(p-q), find the value of cot(π/4+theta/2)@ganitalayatutorial9
if cosec theta = (p+q) / (p-q) then cot (pi/4 +theta/2) = if cosec theta = (p+q) / (p-q) then cot (pi/4 +theta/2) =
If `cosectheta=(p+q)/(p-q)` then find the value of `|cot(pi/4+theta/2)|` If `cosectheta=(p+q)/(p-q)` then find the value of `|cot(pi/4+theta/2)|`
If `cosectheta=(p+q)/(p-q)` `(pq gt 0, p!=q)`, then `|cot(pi/4+theta/2)|` is equal to If `cosectheta=(p+q)/(p-q)` `(pq gt 0, p!=q)`, then `|cot(pi/4+theta/2)|` is equal to
solution for cot(π\4+Θ) solution for cot(π\4+Θ)
If \( \operatorname{cosec} \theta=\frac{p+q}{p-q} \), then \( \cot (\pi / 4+\theta / 2)= \) (A) ... If \( \operatorname{cosec} \theta=\frac{p+q}{p-q} \), then \( \cot (\pi / 4+\theta / 2)= \) (A) ...
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