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Summary

Description Mean value theorem
Date 10.08.2006
Source Own work, based on PNG version
Author 4C
Permission
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GFDL
Other versions

Derivative works of this file:  Mvt2 italian.svg

v. 1 - Image:Accroissements finis.svg

mc directory driver and in conclusion we can solve by impleminting discrete mathematics and inverted tangents and cosines. of value 0.099

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robert alexander ortiz. student id. 787789-626665819

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This file is licensed under the Creative Commons Attribution-Share Alike 2.5 Generic, 2.0 Generic and 1.0 Generic license.
You are free:
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Date/TimeThumbnailDimensionsUserComment
current10:39, 1 March 2025Thumbnail for version as of 10:39, 1 March 2025794 × 701 (12 KB)Andriy.vFile uploaded using svgtranslate tool (https://svgtranslate.toolforge.org/). Added translation for uk.
10:15, 27 February 2025Thumbnail for version as of 10:15, 27 February 2025794 × 701 (11 KB)Shiro D. NekoFile uploaded using svgtranslate tool (https://svgtranslate.toolforge.org/). Added translation for it.
10:14, 27 February 2025Thumbnail for version as of 10:14, 27 February 2025794 × 701 (11 KB)Shiro D. NekoFile uploaded using svgtranslate tool (https://svgtranslate.toolforge.org/). Added translation for uk.
17:19, 29 May 2007Thumbnail for version as of 17:19, 29 May 2007744 × 657 (8 KB)Jacj~commonswikiAn illustration of the mean value theorem, based on User:4C's original SVG diagram. I took his diagram and thickened the strokes for the various lines so it's readable as a thumbnail or for those with sub-optimal eyesight. I claim no copyrigh
14:38, 10 August 2006Thumbnail for version as of 14:38, 10 August 2006744 × 657 (8 KB)4C~commonswiki{{Information |Description=Mean value theorem |Source=Own work, based on PNG version |Date=10.08.2006 |Author=4C |Permission=GFDL |other_versions=v. 1 }}

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