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Quartic Bézier flower

MAMalinC•Created July 21, 2013
Quartic Bézier flower
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Instructions

Move the dots! Change the number of petal pairs! Changed it as suggested by miniluigi008, Press H to hide the dots and the variable. Press S to show them again.

Description

A Scratch-version of an old GeoGebra flower: http://www.malinc.se/math/temporary/QuarticBezierFlowerHTML5.html Explanation: A quartic Bézier curve is made from a start point, an end point, and three control points in between. The start point and end point for each petal is the origin. The first petal is made from the control points red, white, blue. The second petal is made from the control points white, blue, yellow. The two petals are shown when 1 petalPairs is chosen.

Project Details

Project ID11525308
CreatedJuly 21, 2013
Last ModifiedAugust 10, 2013
SharedJuly 21, 2013
Visibilityvisible
CommentsAllowed