Rose curves (Part 2) are polar graphs that resemble flowers with petals.
Автор: NumericBeacon
Загружено: 2025-05-09
Просмотров: 893
In mathematics, a #rose or #rhodonea #curve is a #sinusoid specified by either the #cosine or #sine functions with no #phase angle that is plotted in #polar coordinates. Rose curves or "rhodonea" were named by the Italian mathematician who studied them, Guido Grandi, between the years 1723 and 1728.
When k is even (and non-zero), the rose is composed of 2k petals.
When k is odd, the rose is composed of the k petals.
A rose with k = 1 is a circle that lies on the pole with a diameter that lies on the polar axis when r = a cos(θ). The circle is the curve's single petal.
#mathanimation #animation

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