Math 210 - Calculus I
This is a collection of video lectures for Math 210: Calculus I from UMKC (University of Missouri-Kansas city). Consisting of 31 lectures taught by Professor Richard Delaware, this course introduces the concepts and techniques of differential calculus and integral calculus. The topics covered here include a review of precalculus, limits of functions, the derivative of a function, applications of differential calculus, the integral of a function, and applications of integral calculus.
| Lecture 10 - What is a Derivative? |
| Time | Lecture Chapters |
| [00:00:00] | 1. Definition of the Derived Function: The "Derivative", & Slopes of Tangent Lines |
| [00:11:20] | 2. Instantaneous Velocity |
| [00:13:35] | 3. Functions Differentiable (or not!) at a Single Point |
| [00:23:00] | 4. Functions Differentiable on an Interval |
| [00:26:00] | 5. A Function Differentiable at a point is Continuous at that point |
| [00:32:30] | 6. Other Derivative Notations |
| [00:37:00] | 7. Some Exercises |
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