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centerofmath |
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| Title |
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3: Instantaneous Rates of Change: The Derivative |
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| Video Description |
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| Full-length video lecture by David B. Massey. We can define the instantaneous rate of change of a function f(x), with respect to x, when x is equal to a specific value a (as opposed to between two values), by taking the limit of the average rates of change of f, with respect to x, as the change in x approaches 0, where the x values are close to a. This is what we stated in Definition 1.2.1, where we used an intuitive “definition” of the limit. |
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| Video Keywords |
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| Differential Calculus, Center of Math, David B. Massey, Calc 1, Instantaneous Rates of Change, The Derivative, Single-Variable Calculus |
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| Category |
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Math Lesson |
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| Sub Category |
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Calculus |
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| Topic |
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Black/White Board Explanation |
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| Duration |
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01:06:48 |
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| Upload Date |
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Saturday 12th of May 2012 05:31:42 AM |
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| Times Viewed |
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255 |
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| Purchase Video |
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| Online Streaming Only (No Ads) |
: $3.99 |
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| DVD + Online Streaming |
: $15.00 |
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| HD Blu-ray Disc + Online Streaming |
: $22.50 |
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