Provide solution

B. Fmity Combination In the second round, Shawn has to correctly guess the combination of tour fruits that will be randomly selected by a slot machine. Based on me previous games, there are 5 fruits to choose from with chances of being selected in every slot as follows: 10% for apple. 15% for orange. 20% for banana, 25% for mango, and 30% for bluebeny. A fruit can be selected once, multiple times, or not at all. Shawn will play the game by guessing the number of appEe, orange. banana. mango. and bluebeny in the four slots that will be randomly lled. Every slot that is oorrectty identied is worth an additional prize money' Also, he will win a brand new car if he guesses the correct fruit combination. (a points) This round illustrates a random experiment with decide, below is the partial table for the means and standard deviations of the random variable. Y. or the number of times the fruit is selected in the four slots by the slot machine. distribution. To help Shawn Color Apple Orange Banana Mango Blueberry SDIY] 0.6000 0.7141 0.8000 0.8660 The fruit that will least likely be selected is , while the Blueberry fruit is the most probable one. In addition. the number of Blueberries that will be chosen deviates trom the mean of 1.2 by . it is also expected that the number of Mango(s) in four randomly selected fmits is C. Shawn is targeting to win at least 100,000 pesos in the game. In the previous games, it was found that the amount of money won by the contestants follow a normal distribution with a mean of 89,700 pesos and a standard deviation of 9,300 pesos. Considering these parameters, the probability that Shawn will meet his target winnings is . (5 points) . There are instances where system error occurs which greatly affects the mechanics of the game, in the past, it was recorded that, on average, one system error occurs in every 500 games. To know the chances of system error(s) occurring in Shawn's game, distribution should be used with average rate of occurrence equal to . With this. the probability that Shawn will experience no system error in the game is . (6 points)