I know that I can find an equivalent angular measure to $460^\circ$ that's at least $0^\circ$ and less than $360^\circ$ by repeatedly subtracting $360^\circ$ till it's smaller than $360^\circ$, which comes out to be $100^\circ$.
But is there a general formula to do this? Or is there a formula for this "subtract till smaller than $360^\circ$" in math?
I have tried using modulo but that doesn't make sense … in fact I didn't know what I was doing at the end.
I think I used to know, but now I don't.
θ-360(Floor(360/θ))– Muhammad Umer Sep 16 '13 at 17:27