Let use polar coordinates, then
* $x=R\sin \theta$
* $y=R\cos \theta$
indeed for
* $\theta=0$ we have the point $(0,R)$
* $\theta=\pi/2$ we have the point $(R,0)$
and so on.
Let use polar coordinates, then
* $x=R\sin \theta$
* $y=R\cos \theta$
indeed for
* $\theta=0$ we have the point $(0,R)$
* $\theta=\pi/2$ we have the point $(R,0)$
and so on.