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Trig Deriv & Integ
Trigonometry Derivatives & Integrals
Question | Answer |
---|---|
d/dx sin(x)= | cos(x) |
d/dx sin f(x) = | [cos(x)] f '(x) |
d/dx cos(x) = | - sin(x) |
d/dx cos f(x)= | - [sin(x)] f '(x) |
d/dx tan(x)= | sec^2 (x) |
d/dx tan f(x)= | [sec^2 f(x)] f '(x) |
d/dx csc (x) = | - [csc (x)][cot (x)] |
d/dx csc f(x)= | -[csc f(x)][cot f(x)]f '(x) |
d/dx sec (x) = | [sec(x)][tan(x)] |
d/dx sec f(x)= | [sec f(x)][tan f(x)] f '(x) |
d/dx cot (x)= | -[csc^2(x)] |
d/dx cot f(x)= | -[csc^2 f(x)] f '(x) |