- Grade-by day for problem set 11 extended to Tuesday (Dec. 8)
- SOFIs
- Helpful to me in teaching this (or other) courses in future
- Access through myGeneseo/KnightWeb
- Final
- Dec. 17 (Thursday), 8:00 AM, usual classroom
- Comprehensive but emphasizing material since 2nd hour exam (e.g., multiple integrals, line integrals, vector fields, conservative vector fields, Green’s Theorem, etc.)
- Rules and format similar to hour exams, especially open references
- Except designed for 2 hours, you have 3+
- Donuts and cider
- F(x,y,z) = ⟨ 1, y, z2 ⟩ is conservative?
- Long path in vacuum tube
- Try to find potential function to check if field is conservative
- Try to find potential function to check if field is conservative
- A field that isn’t conservative: F(x,y,z) = ⟨ 1, yz, z2 ⟩
- Finish seeing what goes wrong constructing potential function for non-conservative field
- Green’s Theorem
- Read section 16.4