- Tutor: Cameron Rose - 702-613-1297, ros14011@byui.edu
- Tutor: Jimmy Downer: dow16002@byui.edu, 702-823-6560 (text)
- Find $\frac{dy}{dx}$ if $x^2+2xy^2+3y=4$.
- Compute $\int e^{2x}dx.$
- Compute $\int xe^{2x}dx.$
- Compute $\int x^2e^{2x}dx.$
- If $A=x^2$, find $dA$ in terms of $x$ and $dx$.
- If $A=xy$, find $dA$ in terms of $x, y, dx, dy$.
- Compute $d(uv)$ in terms of $u,v, du,dv$. Then solve for $vdu$ and integrate to explain where integration by parts comes from.
- Compute $\int \ln x dx$.
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