Question

integral x/(4th root (x+2) dx

Answer 1

\[\int\limits_{}^{}x/\sqrt[4]{x+2}dx\]

Answer 2

You can use a substitution:
\[u = x+2\]
\[x = u-2\]
\[dx = du\]
\[\int\limits_{}^{}(u-2)(u^{-1/4}) du\]
Distribute, then integrate like you normally would
When you finish integrating (don't forget your C's!), substitute \[u = x+2\] back in.