$[1]$ Create a three$-$part $1$D kinematics problem $($not a $2$D problem with climbing, projectile motion, and such$).$ For example, $$a car starts from rest, and accelerates to $60$ meters$/$second$,$ which took $3$ minutes$$ could be one part. Each part must have a different acceleration $($zero counts$).$ Calculate the distance traveled, the time the trip took, and the displacement $($which will be different from the distance travelled, if you go in reverse$).$ Make the car go East $($the positive $$x$$ direction$)$ or North, at the start, so that you have a direction when you write the displacement $($which is a vector$).$