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Find the derivative of sinx+cosx/sinx−cosx
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If y = (sin x)^(sinx)^(sinx) ......∞ , prove that dydx = y^2cotx(1 - ylogsinx)
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![Solved Formulas [4"] = nx"-1 d dx [sin x] = COS X [cos x] = | Chegg.com](https://media.cheggcdn.com/study/9b2/9b2ab8c0-c123-4652-adb4-4c1aeb616d79/image.png "Solved Formulas [4\"] = nx\"-1 d dx [sin x] = COS X [cos x] = | Chegg.com")
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