Day 1: Finding critical values
Day 2: Finding extrema on a closed interval
Day 3: Rolle's Theorem
Day 4: Mean value theorem (MVT)
Day 6: First derivative test (increasing/decreasing intervals)
Day 7: Concavity and inflection points
Day 8: Examples using the 2nd derivative test
Example from Day 8 HW and review for standard H
Day 11: Limits to infinity and horizontal/slant asymptotes
Day 12: Example of sketching graphs
Days 13&14: Summary of curve sketching
Day 16&17: Intro to optimization and examples
Day 16-18: Setting up optimization problems
More Optimization Examples
Days 19&20: Newton's method
Day 22: Differentials
Day 23: Maximizing profit and minimizing cost
Day 24: Example problems