Player A has a $1 bill and a $20 bill, and player B has a $5 bill and a $10 bill. Each player will select a bill from the other player without knowing what bill the other player selected. If the total of the bills selected is odd, player A gets both of the two bills that were selected, but if the total is even, player B gets both bills. (a) Develop a payoff table for this game. (Place the sum of both bills in each cell.) (b) What are the best strategies for each player? (c) What is the value of the game? Which player would you like to be?

Hello Class, Imagine that you won $25,000. Great deal! You decided to invest it (good idea!). You invested one part of it in the Apple Valley Bank, second part in the Green Bank, and the third part in the Blue Bank. After one year, you received a total of $1,620 in simple interest from the three investments. The Apple Valley Bank paid 6% annually, the Green Bank paid 7% annually, and the Blue Bank paid 8% annually. There was $6,000 more invested in the Green Bank than the Blue Bank. What is the amount you invested in each category.

At the Acme Cement Company, employeescontribute to a welfare fund at the rate of 4% ofthe first $1000 earned, 3% of the next $1000,2% of the next $1000, and 1% of any additionalincome. What will Mr. Morris contribute in ayear in which he earns $20,000?

Your school's basketball team is organizing a bus trip to a Toronto Raptors game at the Air Canada Centre. The cost to rent the bus, which can carry up to 52 people, is $380 and the cost of tickets for a group of 20 or more is $29.50 per person. In addition, the team wants to make a $250 profit from this event to help defray the costs of a future tournament. However, the school administration requires that the cost of the trip per person not exceed $45. Is this possible? If so, what is the minimum number of people that must participate in the activity?