The syllabus and calendar are in the corresponding Canvas course on pipeline

Please refresh the page - I constantly post new material.

- Homework #1
- Homework #2
- Homework #3
- Homework #4
- Homework #5
- Homework #6
- Homework #7
- Homework #8
- Homework #9

- Test #1 Material
- Lec#1: Introduction Blank Notes | Completed Notes
- Lec#2: Limits and One-Sided Limits Blank Notes | Completed Notes
- Lec#3: Limits and Continuity Blank Notes | Completed Notes
- Lec#4: Using Algebra to Evaluate Limits Blank Notes | Completed Notes
- Lec#5: Squeeze Theorem Blank Notes | Completed Notes
- Lec#6: Limits at Infinity Blank Notes | Completed Notes
- Lec#7: Intermediate Value Theorem Blank Notes | Completed Notes
- Lec#8: Epsilon-Delta Limit Definition Blank Notes | Completed Notes

- Test #2 Material
- Lec#9: Introduction to Derivatives Blank Notes | Completed Notes
- Lec#10: Product and Quotient Rules Blank Notes | Completed Notes
- Lec#11: Higher Order Derivatives Blank Notes | Completed Notes
- Lec#12: Rate of Change Applications Blank Notes | Completed Notes
- Lec#13: Derivatives of Trigonometric functions Blank Notes | Completed Notes
- Lec#14: Chain Rule Blank Notes | Completed Notes
- Lec#15: Implicit Differentiation Blank Notes | Completed Notes
- Lec#16: Logarithmic Differentiation Blank Notes | Completed Notes
- Lec#17: Related Rates Blank Notes | Completed Notes

- Test #3 Material
- Lec#18: Linear Approximations and Differentials Blank Notes | Completed Notes
- Lec#19: Extreme Values of Differentiable Functions Blank Notes | Completed Notes
- Lec#20: Classifying Critical Points Blank Notes | Completed Notes
- Lec#21: L'Hospital's Rule Blank Notes | Completed Notes
- Lec#22: Curve Sketching Blank Notes | Completed Notes
- Lec#23: Applied Optimization Blank Notes | Completed Notes
- Lec#24: Newton's Method Blank Notes | Completed Notes

- Test #4 Material
- Lec#25: Introduction to Integrals Blank Notes | Completed Notes
- Lec#26: Antiderivatives and Indefinite Integrals Blank Notes | Completed Notes
- Lec#27: The Fundamental Theorem of Calculus Blank Notes | Completed Notes
- Lec#28: Proof and Consequences Blank Notes | Completed Notes
- Lec#29: Integration using Substitution Blank Notes | Completed Notes
- Lec#30: Integrating other Transcendental Functions Blank Notes | Completed Notes

- Test #5 Material - Includes test #4 material as well.
- Lec#31: Area Between Curves Blank Notes | Completed Notes
- Lec#32: Integration by Parts Blank Notes | Completed Notes