Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=\ln \left(x^{4}+8\right)

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=\ln (3 x \sqrt{3+x})

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=\ln (\cot x-\csc x)

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=\ln \left(\frac{5 x^{2}}{\sqrt{5+x^{2}}}\right)

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=e^{x \cos x}

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=e^{-3 x} \sin 5 x

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=e^{\pi x}-\ln e^{\pi x}

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=\log _{12}\left(x^{3}\right)

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=\frac{\log _{4} x}{e^{4 x}}

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=\log \sqrt{10^{3 x}}

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=e^{3 x}-3^{e x}

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=10^{\sin x}

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=\ln \left(10^{x}\right)

$$

Check back soon!

Now find the derivative of each of the following functions. The answers are in Chapter $19 .$

$$

f(x)=x^{5} 5^{x}

$$

Check back soon!