Team up with a friend, family member, or classmate to play the following game below. Make sure that each group member gets a turn to record. If you work with a classmate, you each need to turn in your own project. Rules of the game: You pick any one of the numbers: 1, 2, 3, 4, or 5. Your teammate needs to guess your number. Record whether they have guessed it correctly or not. Play 10 rounds of the game, each time picking a new number and each time recording whether they have guessed it correctly or not (sample table below). Consider guessing the number correctly as a success. Round Mark Success with X 1 2 3 4 5 6 7 8 9 10 Total Number of Successes After completing the game answer the following questions in complete sentences using your results. Explain why this "procedure" results in a binomial distribution. What is the probability of guessing the number correctly? Give the values for n, p, and q. Count the number of successes that your teammate had. Use StatCrunchLinks to an external site. to find the probability of getting that number of successes or higher. Use the fact that if