Derivative of General Exponential

Derivative Of A General Exponential Function

$f(x)=b^x$ $f^{\prime }(x)=b^x\ast \ln b$ You just use the natural logarithm

General Exponential Chain Rule

$g(x)=b^{f(x)}$ $g^{\prime }(x)=b^{f(x)}\ast f^{\prime }(x)\ast \ln b$