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Graphical interpretation of complex roots of a cubic |
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| Date/Time | Thumbnail | Dimensions | User | Comment | |
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| current | 02:57, 20 November 2011 | | 668 × 521 (12 KB) | Duoduoduo (talk | contribs) | {{Information |Description = The slope of line RA is twice that of RH. Denoting the complex roots of the cubic as ''u''±''vi'', ''u'' = <math>\bar{OM}</math> (negative here) and ''v'' = <math>\sqrt{\tan ORH} = \sqrt{slope of line RH} = \bar{BE} = \bar{DA |
| 02:48, 20 November 2011 |  | 668 × 521 (12 KB) | Duoduoduo (talk | contribs) | {{Information |Description = The slope of line RA is twice that of RH. Denoting the complex roots of the cubic as ''u''±''vi'', ''u'' = <math>\bar{OM}</math> (negative here) and ''v'' = <math>\sqrt{\tan ORH} = \sqrt{slope of line RH} = \bar{BE} = \bar{DA | |
| 02:40, 20 November 2011 |  | 668 × 521 (12 KB) | Duoduoduo (talk | contribs) | ({{Information |Description = The slope of line RA is twice that of RH. Denoting the complex roots of the cubic as ''u''±''vi'', ''u'' = <math>\bar{OM}</math> (negative here) and ''v'' = <math>\sqrt{\tan ORH} = \sqrt{slope of line RH} = \bar{BE} = \bar{D | |
| 02:24, 20 November 2011 |  | 668 × 521 (12 KB) | Duoduoduo (talk | contribs) |
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