Recalling how the owner of the ice cream shop offers a random price determined as follows: You roll a pair of fair, six-sided dice, and the price is the larger number followed by the smaller number (in cents). [br][br][color=#333333]Now let’s consider the average price of an ice cream cone, using this random process.[/color]
Make a [b]guess[/b] for the average price that would result from repeating this random process a very large number of times. Again, this is a "what-does-your-gut-tell-you?" kind of guess.
Describe how you could use simulation to approximate this average price.