Question

Find derivatives for the functions. Assume a, b, c, and k are constants. h(w)=(w^{4}-2w)^{5}

Derivatives
Find derivatives for the functions. Assume a, b, c, and k are constants.
$$\displaystyle{h}{\left({w}\right)}={\left({w}^{{{4}}}-{2}{w}\right)}^{{{5}}}$$

$$\displaystyle{h}'{\left({w}\right)}={\left[{\left({w}^{{{4}}}-{2}{w}\right)}^{{{5}}}\right]}'$$
$$\displaystyle={\left({w}^{{{4}}}-{2}{w}\right)}'\dot{{5}}{\left({w}^{{{4}}}-{2}{w}\right)}^{{{4}}}$$
$$\displaystyle={10}{\left({2}{w}^{{{3}}}-{1}\right)}{\left({w}^{{{4}}}-{2}{w}\right)}^{{{4}}}$$