Derivative Rules: Exponential Functions, Logarithmic Functions, Trigonometric Functions, Inverse Trigonometric Functions

Derivative Rules Exponential Functions Logarithmic Functions d(e2) = the a d x > 0 d = dx dx a Trigonometric Functions Inverse Trigonometric Functions d L (_sin x)=cos) = COSX dx dx d_(cosx) = - sin = - sin : x dx d (tan x) = sec2 dx dx d = dx (-(cot-1x)= -1 (sec x)=sec x tan x dx d dx d(cotx)==csc = - x d dx Hyperbolic Functions InverseHyperbolicFunctions d d M (sinh x)= cosh x = x dx (_cosh x)=sinh = dx (cosh")x)= dx (tanh x) = sech? = dx -1 " (csch x)=-csch.coth. = = # 0 dx d = sech x tanh x 0