MATH 1743
University of Oklahoma
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In-depth handwritten lecture notes from Calculus I. Examples and explanations for finding all extreme values of a function, finding local and global minimums and maximums.
![Derivative Rules](/docpics/3044434/64ac279862a9d_3044434_121_171.jpeg)
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Derivative Rules
- Class notes • 5 pages • 2023
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In-depth handwritten lecture notes from Calculus I. Rules for finding derivatives of different types of functions. Examples and explanations.
![Rate of Change and Derivatives](/docpics/3044384/64ac25e5497cf_3044384_121_171.jpeg)
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Rate of Change and Derivatives
- Class notes • 6 pages • 2023
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In-depth handwritten lecture notes from Calculus 1. Chapter 2 from the textbook. Explanations and examples of: rate of change, derivatives, secant lines, and tangent lines.
![Function Composition](/docpics/3044356/64ac240eaca31_3044356_121_171.jpeg)
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Function Composition
- Class notes • 2 pages • 2023
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In-depth handwritten lecture notes from Calculus I. Explanation and examples of function composition. Chapter 2 from the textbook.
![Function Models and Concavity](/docpics/3044334/64ac22b1c98fd_3044334_121_171.jpeg)
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Function Models and Concavity
- Class notes • 7 pages • 2023
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In-depth handwritten lecture notes from Calculus I on different types of function models. Linear, logistic, logarithmic, cubic, quadratic, and exponential models. How to tell which model based on concavity. Chapter 1 from the textbook.
![Limits and End Behavior](/docpics/3044292/64ac20999e83c_3044292_121_171.jpeg)
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Limits and End Behavior
- Class notes • 6 pages • 2023
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In-depth handwritten lecture notes from Calculus 1. Chapter 1 content. Notes on the limits and end behavior of functions.
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