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For challenges where trigonometry plays an important role.

3 votes

Draw a regular polygon

Sage, 44 - 25% = 33 Assumes the number of sides is stored in the s variable and the radius is stored in the r variable. polytopes.regular_polygon(s).show(figsize=r) Sample output: s=5, r=3 s=5 …
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8 votes

Draw a regular polygon

Geogebra, 42 – 25% = 31.5 bytes If you count in characters instead of bytes, this would be 41 – 25% = 30.75 characters. (That is, if you consider Geogebra a language...) Assumes the radius is store …
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