`int("cosec x")/(cos^(2)(1+log tan.(x)/(2)))dx` is equal to
∫cosecx/cos^2(1+logtanx/2 ) ⅆx| integration |jee mains| class 12
`int("cosec" x)/(cos^(2)(1+log tan.(x)/(2)))dx=`
Q181 | ∫ log(tanx/2) cosecx dx | Integral of log tan x/2 cosec x | Integrate log(tanx/2)cosecx
Q53 | Evaluate ∫cosecx/logtan(x/2) dx | Integral of cosecx/logtan(x/2) dx | Class 12
cosec x integration in terms of tan x/2 How to find it
🔴Integral Cosec x/log(tanx/2) | Integration of Cosec x by log(tan x/2) | Calculus |
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Integration of cosecx/ log tan x/2
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Integral of Cosec(x) = log(cosec(x) -cot(x)) = log (tan(x/2)) || Class12 ||Exercise 7 || IIT JAM,JEE
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`int(cosecx)/log(tan(x/2))`dx
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