File:Cubic polynomial as bezier.svg
Original file (SVG file, nominally 700 × 500 pixels, file size: 4 KB)
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Summary[edit]
DescriptionCubic polynomial as bezier.svg |
English: polynomial constructed as a composite of two Bezier curves respectively one curve plus its inversion at the origin Bezier curve
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Date | |
Source | Own work |
Author | pd4u |
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 10:03, 30 January 2018 | 700 × 500 (4 KB) | Pd4u (talk | contribs) | Bezier handles added | |
09:26, 30 January 2018 | 700 × 500 (3 KB) | Pd4u (talk | contribs) | Y-Achse mit -1 multipliziert | ||
09:23, 30 January 2018 | 700 × 500 (3 KB) | Pd4u (talk | contribs) | == {{int:filedesc}} == {{Information |Description =|Description ={{en|1=polynomial <math>f(x) = x^3-4x = x(x-4)(x+4)</math> constructed as a composite of two Bezier curves respectively one curve plus its inversion at the origin... |
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Short title | Cubic polynomial y=x^3-4x = x(x-2)(x+2) in (-3,3) as Bezier curve |
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Image title | This is the file
http://commons.wikimedia.org/wiki/File:cubic_polynomial_as_bezier.svg It shows the graph of the cubic polynomial y=x^3-4x = x(x-2)(x+2) and a stretched version x^3-4x = x(x-2)(x+2)/100 as a composite of two Bezier curves respectively one curve plusits inversion at the origin |
Width | 700 |
Height | 500 |