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centerofmath |
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| Title |
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19: Linear Approx., Differentials, and Newton's M. |
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| Video Description |
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| Full-length video lecture by David B. Massey. In this video, we come full circle. We introduce the derivative, the instantaneous rate of change, by first looking at average rates of change, and then saying that, when the change in the independent variable was “small”, this average rate of change of change should be a reasonable approximation of the instantaneous rate of change. Now that we have some many nice, quick formulas for calculating derivatives, we can use derivatives to approximate average rates of change, instead of the other way around. |
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| Video Keywords |
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| Differential Calculus, Center of Math, David B. Massey, Calc 1, Linear Approximation, Differentials, Newton’s Method, 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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00:55:57 |
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| Upload Date |
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Sunday 29th of April 2012 03:43:42 AM |
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| Times Viewed |
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92 |
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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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