This is a sample schedule. Your actual schedule may be slightly different, but the topics covered will remain the same.
- Week 1: Introduction. Functions.
- Week 2: Limits, continuity.
- Week 3: Limits involving infinity.
- Week 4: Derivatives, basic differentiation formulas.
- Week 5: Product, quotient, and chain rule.
- Week 6: Midterm 1.
- Week 7: Implicit differentiation. Linear approximation. Inverse functions.
- Week 8: Exponentials and logarithms. Applications.
- Week 9: Extrema. MVT.
- Week 10: Variations and concavity. Applications.
- Week 11: More applications. Midterm 2.
- Week 12: Functions of several variables. Thanksgiving break.
- Week 13: Partial derivatives. Linear approximation.
- Week 14: Local and global extrema.
- Week 15: Catch-up and review.