x = sin t , y = cos t
the derivative is
d(sin t) = (cos t) dt , d(cos t) = -(sin t) st
so it's interesting that it was "stumbled" upon.
x = sin t , y = cos t
the derivative is
d(sin t) = (cos t) dt , d(cos t) = -(sin t) st
so it's interesting that it was "stumbled" upon.