A multivariable calculus course out of Thomas, taught by Andrei Caldararu. I was the teaching assistant for a Wisconsin Emerging Scholars section, for which I wrote worksheets:

- Worksheet 1: review of vectors.
- Worksheet 2: a better way to calculate
**T**,**N**, and**B**. - Worksheet 3: unit speed curves.
- Worksheet 4: sketching surfaces.
- Worksheet 5: partial derivatives as slopes.
- Worksheet 6: our favorite discontinuous function.
- Worksheet 7: open sets and continuity.
- Worksheet 8: differentiability.
- Worksheet 9: the chain rule and gradient.
- Worksheet 10: min/max problems.
- Worksheet 11: Lagrange multipliers.
- Worksheet 12: double integrals.
- Worksheet 13: changing the order of integration.
- Worksheet 14: the Gamma function.
- Worksheet 15: polar coordinates.
- Worksheet 16: the hypercube.
- Worksheet 17: line integrals.
- Worksheet 18: conservative vector fields.
- Worksheet 19: Green’s theorem.
- Worksheet 20: the planimeter.
- Worksheet 21: surface integrals.
- Worksheet 22: parametrized surfaces.
- Worksheet 23: Stokes’ and the divergence theorems.