Let a bag contain 10 marbles. 5 RED marbles 3 BLUE marbles 2 GREEN marbles A spinner with numbers ranging from 0 to 9 The game is Firstly you need to take 3 marbles from the box without replacement. If all 3 marbles are of different color then you are allowed to spin the spinner. if the spinner shows an even number then you wins. (2) Determine the Theoretical Probability of winning such a game. Should demonstrate the use of the following: Independent Events Conditional Probability on dependent events Demonstrate the use of P( n, r) and C( n, r)6 Probability as a quotient = Number of Required Outcomes/ Total Number of Outcomes Probability as a sum or product of event probabilities. Lastly play the game 20 times, with another person. And Calculate the probability of winning. Then, compare this to the theoretical probability you calculated in question 2