y =loge tan(x/2) then y' = ?
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Explanation:
- given y=log tan(x/2)
- let tan(x/2) =z
- y'=(1/z) ×z'
- y'=(1/tan(x/2))×sec^2(x/2)×1/2
- y'=(1/tan(x/2))×sec^2(x/2)×1/2
- sec^2(x/2)/tan(x/2)=1/(2×sin(x/2)×cos(×/2)
- =1/sin(x)=cosec(x)
- y'=cosec(x)
rishig2:
are bhai 1/cox (x/2) kahan gya
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