Stabbing Man

Inspired by the MEI FP2 textbook - exercise 3C, question 16 (page 39)[br]If the original 'figure' is a set of points in the complex plane, and they are transformed by the transformation z -> z², what does the result look like and why?
When/how to use
I use this file in the classroom when discussing the effect of multiplying complex numbers (i.e. you add the arguments and multiply the moduli). In particular, when you square a complex number you double the argument and square the modulus. This means things seem to rotate around the axis, and points outside the unit circle diverge while points inside converge (towards zero). [br]It adds a humorous slant on the discussion, and provokes more questions (what if there were points on the left of the diagram originally, and what happens with other transformations, or other powers of z).[br][br][br]Original question here: [br][br][img]data:image/png;base64,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[/img]

Sunflowers are Irrationally Pretty

Growing seeds? [br]The slider allows you to change the fraction of a turn you turn before growing a new 'seed' each time.[br][br]When do you get spokes? When do you get dense packing?
Try clicking the 'Show Buttons' check box, to choose particular values for r.[br](you might want to stop the animation first)

Información