Suppose you play a game that you can only either win or lose. The probability that you win any game is 56% and the probability that you lose is 44% . Each game you play is independent. Suppo you play the game 10 times. Answer the following questions ( 1 - 4 ) and then complete the binomial probability table by roundir each probability to four decimal places. Then answer the three questions below. 1. Fixed number of trials, n ? What is the value of n ? 2. Two possible outcomes? "success" = Enter your answer os a percent Tailure" = Enter your onswer os a percent 3. n trinls are independent? 4. Possible values for X are 0 through n ? a. If you play the game 10 times, find the probabilify thiot you win exactly 9 of the 10 rimes: Roynd your anmer zo four decimol places b. If you play the game 10 times, how many do yeu expect to win? Or whac is the mean number of wins? Do not round your onswer c. What is the randard deviacion? Roundyeur anewer to one deoimal pibce.