Section 1
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chain rule
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Last updated
6 years ago
Date created
Mar 14, 2020
Cards (56)
Section 1
(50 cards)
chain rule
d/dx [tanhx]
d/dx [x^n] =
power rule
d/dx [arccscx]
derivative of the difference between two functions
d/dx [arcsecx]
cf'(x)
derivative of a constant times a function
d/dx [tanx]
d/dx [tanx]
d/dx [cothx]
derivative of an exponential function
- cscxcotx
derivative of a constant times a function
f'(x) - g'(x)
derivative of the difference between two functions
derivative of a log base a
d/dx [arccotx]
d/dx [secx]
derivative of a constant
d/dx [arccosx]
derivative of the sumation of two functions
d/dx [sinx]
- sinx
d/dx [cschx]
secxtanx
d/dx [cotx]
d/dx [sinhx]
d/dx [sinhx]
derivative of a power
f(x)g'(x) + g(x)f'(x)
derivative of the multiplaction of two functions
d/dx [arcsinx]
d/dx [cosx]
d/dx [arctanx]
d/dx [cschx]
d/dx [ln|x|] =
d/dx [cscx]
d/dx [coshx]
f'(x) + g'(x)
derivative of the summation of two functions
cosx
e^x
0
derivative of a constant
d/dx [f(x)/g(x)] =
quotient rule
derivative of a natural log
f'(g(x))g'(x)
chain rule
product rule
d/dx [a^x] =
quotient rule
d/dx [log_a X] =
d/dx [sechx]
d/dx [a^x]
d/dx [cotx]
Section 2
(6 cards)