**Lecture 3**: Limits, squeeze and continuity

**Lecture 4**: One-sided limits and continuity; slopes and tangent lines

**Lecture 5**: Secant Lines, Tangent Lines

**Lecture 6**: Trigonometric limits, infinite limits, asymptotes

**Lecture 7**: Derivatives, full on

**Lecture 8**: Derivatives of trigonometric and exponential functions

**Lecture 10**: More Chain Rule

**Lecture 11**: Applications of the Chain Rule

**Lecture 12**: Hard Problems

**Lecture 13**: Practice Problems

**Lecture 14**: Applications of the Chain Rule, Part 2

**Lecture 15**: Applications of the Chain Rule, Part 3

**Lecture 16**: Applications of derivatives

**Lecture 17**: Related Rates

**Lecture 18**: Related Rates, part 2

**Lecture 19**: Applications of differentiation

**Lecture 21**: Exam 2 review

**Lecture 22**: Curve sketching and optimization

**Lecture 23**: Optimization and curve sketching

**Lecture 24**: Infinite limits, horizontal asymptotes and L'Hopital's rule

**Lecture 25**: Optimization practice

**Lecture 26**: Antiderivatives

**Lecture 27**: u-substitution

**Lecture 28**: u-substitution practice

**Lecture 29**: Definite integrals and Riemann sums

**Lecture 30**: Definite integrals and the fundamental theorem of calculus I

**Lecture 31**: The fundamemtal theorem of calculus II

**Scratch work from review 1**: Not very well organized scratch paper from our in-class review

**Scratch work from review 2**: more scratch paper from our in-class review