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Math Formulas > Calculus > Derivatives of Hyperbolic Functions

Derivatives of Hyperbolic Functions

Function Derivative
sinhx = coshx (ex+e-x)/2
coshx=sinhx (ex-e-x)/2
tanhx sech2x
sechx -tanhxsechx
cschx -cothxcschx
cothx -csch2x
arcsinhx=sinh-1x 1/√(x2+1)
arccoshx=cosh-1x 1/√(x2-1)
arctanhx=tanh-1x 1/(1-x2)
arccothx=coth-1x 1/(1-x2)
arccothx=coth-1x -1/(x∙√(1-x2))
arccothx=coth-1x -1/(|x|∙√(1+x2))


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