sin(1) = 0.84, sin(2) = 0.9, sin(3) = 0.14............sin(314)=0.15...and so on..
I need to find an integer after which sin series starts repeating itself for subsequent integers. I need this as I want to create series as sin(x+RANDOM) where RANDOM is a random number and I would choose this random number from the range where this series starts repeating.
Does sin(integer) series repeat itself after any interval?
As you are working in radians, there is no integer where $\sin(x)$ starts repeating for subsequent integers. However if you are able to work in degrees, then the sequence starts repeating right from the beginning, with period $360^{\circ}$. So $\sin(0^{\circ})=\sin(360^{\circ})$.