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DescriptionSinusoidal spirals.svg
English: Comparison of sinusoidal spirals: equilateral hyperbola (n = -2), line (n = -1), parabola (n = -1/2), cardioid (n = 1/2), circle (n = 1) and lemniscate of Bernoulli (n = 2), where rn = 1n cos(nθ) in polar coordinates and their equivalents in rectangular coordinates.
Source Own work
Author Cmglee

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Date/TimeThumbnailDimensionsUserComment
current12:05, 11 April 2014 Thumbnail for version as of 12:05, 11 April 2014 512 ×ばつ 960 (40 KB)Cmglee Fix legend spacing in rendered PNG.
12:01, 11 April 2014 Thumbnail for version as of 12:01, 11 April 2014 512 ×ばつ 960 (40 KB)Cmglee Address http://commons.wikimedia.org/wiki/User_talk:Cmglee#WP:MOSMATH and add asymptotes.
13:07, 11 November 2012 Thumbnail for version as of 13:07, 11 November 2012 512 ×ばつ 960 (33 KB)Cmglee Add negative branch for n = -2 and 2.
00:50, 29 October 2012 Thumbnail for version as of 00:50, 29 October 2012 512 ×ばつ 960 (30 KB)Cmglee Reduce text to fit.
00:46, 29 October 2012 Thumbnail for version as of 00:46, 29 October 2012 512 ×ばつ 960 (30 KB)Cmglee {{Information |Description ={{en|1=Comparison of sinusoidal spirals: equilateral hyperbola (n = -2), line (n = -1), parabola (n = -1/2), cardioid (n = 1/2), circle (n = 1) and lemniscate of Bernoulli (n = 2), where r<sup>n</sup> = 1<sup>n</sup> cos(...

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Short titleComparison of sinusoidal spirals
Image titleComparison of sinusoidal spirals: equilateral hyperbola (n = -2), line (n = -1), parabola (n = -1/2), cardioid (n = 1/2), circle (n = 1) and lemniscate of Bernoulli (n = 2), where r^n = (1)^n cos(nθ) in polar coordinates and their equivalents in rectangular coordinates by CMG Lee.
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