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Search "Mean value theorem"
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Mean value theorem: For any function that is continuous on [''a'', ''b''] and differentiable on (''a'', ''b'') there exists some ''c'' in the interval (''a'', ''b'') such that the '''secant''' joining the endpoints of the interval [''a'', ''b''] is parall |
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Mean value theorem | |
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About 7 pages (2,088 words) in 3 products |
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Encyclopedia and Summary Information
summary from source:
 Mean-Value Theorem Summary
542 words, approx. 2 pages First presented in a variant form by the French mathematician Michel Rolle (1652-1719) in an obscure book, the mean-value theorem is one of the fundamental principles of the discipline of calculus. Stated mathematically, the mean-value theorem asserts... summary from source:
 Mean value theorem Information
1,407 words, approx. 5 pages
In calculus, the mean value theorem states, roughly, that given a section of a smooth curve, there is a point on that section at which the derivative (slope) of the curve is equal (parallel) to the "average" derivative of the section. It is used to... 
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Mean value theorem | |
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About 7 pages (2,088 words) in 3 products |
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