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d
/
dx
sinx
cosx
d
/
dx
cosx
-sinx
d
/
dx
cscx
-cscxcotx
d
/
dx
secx
secxtanx
d
/
dx
tanx
sec
2
x
d
/
dx
cotx
-csc
2
x
(a
x
)'
a
x
lna
(tan
-1
x)'
1/(1+x
2
)
(cot
-1
x)'
-1/(1+x
2
)
(log
a
x)'
1
/
xlna
(lnx)'
1
/
x
sinhx
(e
x
-e
-x
)/2
coshx
(e
x
+e
-x
)/2
cschx
1/sinhx
sechx
1/coshx
tanhx
sinhx/coxhx
cothx
coshx/sinhx
sinh(-x)
-sinhx
cosh(-x)
coshx
cosh
2
x-sinh
2x
1
1-tanh
2
x
sech
2
x
sinh(x+y)
coshxcoshy+sinhxsinhy
cosh(x+y)
coshxcoshy+sinhxsinhy
(sinhx)'
coshx
(coshx)'
sinhx
(cschx)'
-cschxcothx
(sechx)'
-sechxtanhx
(tanhx)'
sech
2
x
(cothx)'
-csch
2
x
tanh
-1
x
1
/
2
ln(
1+x
/
1-x
)
when -1<x<1
(tanh
-1
x)'
1/(1-x
2
)
(coth
-1
x)'
1/(1-x
2
)
(sin
-1
x)'
1/(1-x
2
)
1/2
(cos
-1
x)'
-1/(1-x
2
)
1/2
(csc
-1
x)'
-1/(x(x
2
-1)
1/2
)
(sec
-1
x)'
1/(x(x
2
-1)
1/2
)
(sinh
-1
x)'
1/(1+x
2
)
1/2
(cosh
-1
x)'
1/(x
2
-1)
1/2
(csch
-1
x)'
-1/([x](x
2
+1)
1/2
)
(sech
-1
x)'
-1/(x(1-x
2
)
1/2
)
sinh
-1
x
ln(x+(x
2
+1)
1/2
)
cosh
-1
x
ln(x+(x
2
-1)
1/2
)
Author
sturgeonnick
ID
95562
Card Set
calculus
Description
derivatives of trig, exponential, inverse trig, hyperbolic, log, inverse hyperbolic; and hyperbolic functions and identities
Updated
2011-07-28T23:47:37Z
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