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10 cards from this deck
f(x)=2xf(x) = 2^xf(x)=2x is an exponential function.
The derivative of ln(x)\ln(x)ln(x) is 1x\frac{1}{x}x1.
The derivative of exe^xex is exe^xex.
The derivative is aeaxae^{ax}aeax.
The derivative is axln(a)a^x \ln(a)axln(a).
It helps differentiate composite functions.
Identify v=sin(x)v=\sin(x)v=sin(x), u=evu=e^vu=ev, then differentiate.
v′=cos(x)v' = \cos(x)v′=cos(x).
u′=evu' = e^vu′=ev.
Result is cos(x)esin(x)\cos(x)e^{\sin(x)}cos(x)esin(x).
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