The committee for a school fundraiser is organizing a game to raise money for the school. For each ticket a player pur-chases, they get one turn at the game. • A wooden peg board is constructed and a player re-leases one ball from the top of the board. The ball follows some pathway and ends in a cell at the bottom of the board. • The cell either has a prize or no prize associated with it. The students of the school want to create a game so that the chances of winning a prize are low and those of not winning a prize are high. Question 1. Set up a simulation and carry out the simulation 20 times. Compute and record the relative frequency of landing in each of the bins.