Difference between revisions of "Mean value theorem"
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The '''Mean Value Theorem''' of [[Calculus]] states that for some value ''c'' on the function ''f'' on some interval [a, b], ''f'(c)'' (the slope of ''f'' at ''c'') will equal the average slope over [a, b]. | The '''Mean Value Theorem''' of [[Calculus]] states that for some value ''c'' on the function ''f'' on some interval [a, b], ''f'(c)'' (the slope of ''f'' at ''c'') will equal the average slope over [a, b]. | ||
| − | [[Category:Mathematics]] | + | |
| + | [[Category:Mathematics]][[category:calculus]] | ||
Revision as of 02:33, April 30, 2008
The Mean Value Theorem of Calculus states that for some value c on the function f on some interval [a, b], f'(c) (the slope of f at c) will equal the average slope over [a, b].