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I need a solution step by step d/dx Derivative of trigonometric functions y=cot x - tan x
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so, do you happen to have the derivative of cotangent memorized?
If not, check out this page(if we do not want to have to derive it every time, it is beneficial to have them memorized) http://www.sosmath.com/calculus/diff/der03/der03.html
\(\bf \cfrac{d}{dx}[cot(\theta)]=-csc^2(\theta)\qquad \cfrac{d}{dx}[tan(\theta)]=sec^2(\theta)\)
well.. or \(\bf \cfrac{d}{dx}[cot(x)]=-csc^2(x)\qquad \cfrac{d}{dx}[tan(x)]=sec^2(x)\) for that matter
@pearlss can you please respond?
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