7. Here is this week's Mathbucks problem, where we use the $ notation as if we were talking about real dollars. A certain game involves ipping 3 fair coins. The payoffs, from the player's point of View, are as follows ---n Each ticket to play the game once, is free! But you do have to decide, before the game is played, how many tickets you are \"buying\". Make a decision about whether you want to play this game, and if so, how many tickets you wish to buy using your Mathbucks account. Keep in mind that you are responsible for preventing it from ever falling below $0, and therefore you can only as much as is in your Mathbucks account, after the result of the problem from assignment 1 (determined in class on Tuesday). You don't need to give an explanation for your answer, but you do need to say what decision you are making you need to say whether you are buying any tickets, and how many. You will find out the outcome of the game in class. There will be one official run of the experiment, which will apply to everyone in the class; that is when you will find out how many Mathbucks you have won or lost