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Can anyone design me a cyclic function which repeats only every 360 degrees and has defined values for all angles using normal trig functions?
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Is this possible using real numbers? I doubt it very much, but it can never hurt to try (I have no idea whether using complex numbers would help.
sin, cos...?
No, because they are symmetrical, so sin(180-x)=sinx, and I'm seeking a function with ONLY ???x=???x+360
|dw:1335115999632:dw| like that?
\[\cos ( \theta \div 2 )\]
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No, you see this thing cosx=cos360-x also, not just + x (this problem exists no matter how you scale it, in this case it would be 720 or 180)
sin x= sin (360+x) ??
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