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Welcome to Prof. Baldwin’s Calculus 1 (or more precisely, SUNY Geneseo’s fall 2020 Math 221 02). Use the buttons below to access the main elements of this course.
- Introduction
- Limits
- Topic: The Intuitive Idea of a Limit
- Topic: Finding Limits Algebraically
- Topic: One-Sided Limits
- Topic: Infinite Limits
- Topic: Continuity
- Derivatives
- Topic: Defining the Derivative
- Topic: Differentiation Rules
- Differentiation Rules Discussion
- 09/24 - Differentiation Rules Summary
- Differentiation Miscellany Discussion
- 09/25 - Differentiation Miscellany Summary
- Product and Quotient Rules Discussion
- 09/28 - The Product and Quotient Rules, Part 1
- 10/01 - The Product and Quotient Rules Part 2
- Problem Set 4 - Derivatives and Such
- Topic: Trigonometric Derivatives
- Topic: The Chain Rule
- Topic: Derivatives of Exponential Functions
- Topic: Implicit Differentiation
- Topic: Inverse Functions
- Applications of Derivatives
- Topic: Related Rates
- Topic: Linear Approximation and Differentials
- Topic: Extreme Values
- Topic: The Mean Value Theorem
- Topic: Derivatives and Graphs
- Topic: Limits at Infinity
- Topic: L’Hôpital’s Rule
- Integrals
- Topic: Summation Notation
- Topic: Definite Integrals
- Topic: The Fundamental Theorem
- Topic: Integration by Substitution
- Applications of Integrals