Problem Statement | lIZZonsider a hot air balloon at rest on a non windy day that is 3,0t} meters directly above 1you while you stand on the surface ofthe Earth. Since it is not windy, the hot air balloon does not move relative to you. A skydiver exits the hot air balloon at an initial speed of zero and falls towards the surface of the Earth. The skydiver reaches a maxi mum constant speed {terminal speed] 15 seconds after they exited the balloon. The skydiver uses a parachute 3D seconds after they exited the balloon and quickly reaches a new constant terminal speed. The skydiver reaches the ground 45 sec- onds after they exited the balloon. {a} Sketch a plot of the velocity of the skydiver as a function of time. Be sure to include axis titles and estimated values. [b] Sketch a plot of the acceleration of the skydiver as a function oftime. Be sure to include axis titles and estimated values. [c] After landing. the same skydiver goes back up to the same height in the same hot air balloon and jumps again. This time, the skydiver uses a parachute that has a smaller cross'sectional area than the rst parachute. The parachute is de- ployed at the same 3G second mark as before. Sketch a new velocity vs time for this second jump 1uvith the smaller para- chute. Make sure this graph is approximately to scale with respect to the rst graph