3. You set up a carnival booth at a local fundraising event. The game consists of rolling a giant 6- sided die. The die is fair, so each of the number 1. 2. 3. 4, 5. and B has an equal probability of coming up. Game participants pay $3 per roll. If a participant rolls a 6. they win a prize valuing $3. If a participant mils a 1. they win a prize valuing $2.51). If they roll a 2, 3. 4. or 5. they win nothing. An average of 4t] participants play the game each hour. and you run the carnival booth for 3 hours. Fill in the probability distribution table and then answer the questions. What are the expected earnings (expected value) per game participant? How much money do you expect to earn overall