A ball of mass m is released from a point $($L$,$ H$)$ at t $=0.$ At the same time, a container of sand $($mass M$)$ is launched with speed vo along a frictionless slope at an angle of $30.$ How big does it have to be for the ball to fall exactly into the bowl of sand? Suppose the ball then gets stuck in the sand. At what speed v does the container with the ball move further up the slope and what impact does the slope exert on the container? with the ball At what distance d compared to the place where the ball fell into the container does the whole thing come to a stop? For the calculations, neglect the dimensions of the container with sand Gegevens: m$-0,8$ kg; L$2$ m$,$ H$=3$ m; M$=3$ kg