Part 1

On your own, answer the following:

• Make a probability table for this distribution
• What is your expected gain or loss from playing?
• If you played 100 times how much would you expect to win or lose?
• After looking at this information and doing a few calculations, would you play? Why or why not?
• Is it binomial? I'll leave this for you to investigate and explain.

Part 2

As a group, address the following:

• Would you play? Discuss in-depth.
• How could the binomial distribution described in the original post be adjusted to favor the 'house' more? How could it be adjusted to favor the player more?"