Links to lectures and supplemental materials for each lecture will be posted here throughout the semester

- August 24: Mythbusters Meet Mathematics: Busting Some Myths about being "Good at Math" Lecture Notes
- August 26: Inverse Functions Lecture Notes
- August 29: Exponential and Logarithmic Functions Lecture Notes
- August 31: Trig and Inverse Trig Functions Lecture Notes
- September 2: Average and Instantaneous Velocity Lecture Notes
- September 7: The Limit of a Function Lecture Notes
- September 9: Limit Laws Lecture Notes
- September 12: Continuity of Functions Lecture Notes
- September 14: Limits at Infinity, Horizontal Asymptotes Lecture Notes
- September 16: Exam I Review Lecture Notes
- September 18: Exam I Review Lecture Notes

- September 21: Tangents, Velocities, and Derivatives Lecture Notes
- September 23: The Derivative as a Function Lecture Notes
- September 26: Derivatives of Polynomials and Exponential Functions Lecture Notes
- September 28: Product and Quotient Rules Lecture Notes
- September 30: Derivatives of Trig Functions Lecture Notes
- October 3: Composition of Functions and the Chain Rule Lecture Notes
- October 5: Implicit Differentiation and Derivatives of Inverse Functions Lecture Notes
- October 7: Derivatives of Logarithm Functions and
*e*as a Limit Lecture Notes - October 10: Rates of Change in the Sciences Lecture Notes
- October 12: Related Rates Lecture Notes
- October 14: Exam II Review Lecture Notes
- October 17: Exam II Review Lecture Notes

- October 19: Exponential Growth and Decay Lecture Notes
- October 21: Maximum and Minimum ValuesLecture Notes
- Ocotber 24: The Mean Value Theorem Lecture Notes
- October 26: How Derivatives Affect the Shape of a Graph Lecture Notes
- October 28: L'Hospital's Rule for Limits Lecture Notes
- October 31: Optimization Problems, Part I Lecture Notes

(See the Dixie Cup Problem on YouTube)

- November 2: Optimization Problems, Part II Lecture Notes
- November 4: Anti-Derivatives Lecture Notes
- November 7: Areas and Distances Lecture Notes
- November 9: The Definite Integral Lecture Notes
- November 11: Exam III Review Lecture Notes
- November 14: Exam III Review (see link above for lecture notes)

- November 16: The Fundamental Theorem of Calculus, Part I Lecture Notes
- November 18: The Fundamental Theorem of Calculus, Part II Lecture Notes
- November 21: Indefinite Integrals and Net Change Lecture Notes
- November 28: Integration by Substitution Lecture Notes
- November 30: Area Between Curves Lecture Notes
- December 2: Linear Approximation Lecture Notes
- December 5: Taylor Polynomials Lecture Notes
- December 7: Final Exam Review Lecture Notes
- December 9: Final Exam Review Lecture Notes