8. Consider the following game. A maze leads to two different rooms. One room holds the grand prize and the other room is empty. You get to choose which room holds the grand prize! The catch: spinners dictate which paths you will take on the maze. In which room should you place the grand prize in order to have the best chance at winning? Calculate the exact probabilities from the starting point to each room, and explain your choice. (5 pts) Modified from: Teaching Student-Centered Mathematics, Grades 3-5 by Van de Walle & Lovin Fork I Rad Fork I Start Start Room A Room B Fork Fork II