File:Graphical interpretation of the complex roots of a cubic.PNG
Graphical_interpretation_of_the_complex_roots_of_a_cubic.PNG (569 × 455 pixels, file size: 2 KB, MIME type: image/png)
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Summary edit
|date = 2011-11-19
- 14 December 2011 (original upload date)
|source = Own work |author = Duoduoduo at en.wikipedia |Permission = |other versions = }}
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Upload date | User | Bytes | Dimensions | Comment
- 2011-12-14 15:30 (UTC) | Duoduoduo | 14946 (bytes) | 928×554 | {{Information |Description = The slope of line RA is twice that of RH. Denoting the complex roots of the cubic as ''u''±''vi'', ''u'' = <math>\overline{OM}</math> (negative here) and ''v'' = <math>\sqrt{\tan ORH} = \sqrt{\text{slope of line RH}} = \over
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 04:55, 12 April 2013 | 569 × 455 (2 KB) | Mikhail Ryazanov (talk | contribs) | cropped to reasonable margins | |
08:19, 6 January 2012 | 928 × 554 (15 KB) | SreeBot (talk | contribs) | (Original text) : {{Information |Description = The slope of line RA is twice that of RH. Denoting the complex roots of the cubic as ''u''±''vi'', ''u'' = <math>\overline{OM}</math> (negative here) and ''v'' = <math>\sqrt{\tan ORH} = \sqrt{\text{slope of |
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