Play the following game in the Games Fair:

• Marble Draw

Found in this link: https://docs.google.com/document/d/1cgwwfM0I4q0KMvWHSdvU-sA9S4GWL8qMY2nx3BU5RbQ/edit?usp=sharing

Answer the following questions:

1. Create the probability distribution in a table for all the outcomes where X is the random variable representing the number of points awarded.
2. Communicate how you arrived at the probability of each outcome.
3. What is the expected value, E(X), for the game? You may include this in your table from the distribution. If the game costs 10 points to play, how much would the player expect to win or lose?
4. Create the bar graph for the Probability Distribution.

Take a screen capture of your chart and graph.

Make sure the following is covered:

: determine expected value of a binomial distribution

: display all the probabilities of all the possible outcomes in a table and bar graph

: solve probability problems that arise from a binomial situation

: make a connection between the sum of xP(x) and a simple expected value formula

: determine expected value of a hypergeometric distribution

: display all the probabilities of all the possible outcomes in a table and