(Solved): 3.4 #4 The motion of a point on the circumference of a rolling wheel of radius 2 feet is describe ...

3.4 #4

The motion of a point on the circumference of a rolling wheel of radius 2 feet is described by the vector function \[ \vec{r}(t)=2(29 t-\sin (29 t)) \vec{i}+2(1-\cos (29 t)) \vec{j} \] Find the velocity vector of the point. \[ \vec{v}(t)= \] Find the acceleration vector of the point. \[ \vec{a}(t)= \] Find the speed of the point. \[ s(t)= \] Find Components of the Acceleration