You have a bucket with 3 red balls and 3 green balls. This time, assume you don't replace the ball after taking it out. What is the probability of drawing 3 balls of the same color? Answer in reduced fraction form - eg 1/5 instead of 2/10.______
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Any sequence where the number of reds is greater than or equal to the number of greens. Answer in reduced fraction form - eg 1/5 instead of 2/10.______
Any sequence with 2 reds and 1 green. Answer in reduced fraction form - eg 1/5 instead of 2/10.______
The sequence red, green, red: A : {R,G,R}. Answer in reduced fraction form - eg 1/5 instead of 2/10.______
You pick three balls in succession out of a bucket of 3 red balls and 3 green balls. Assume replacement after picking out each ball. What is the probability of each of the following events?Three red balls: A : {R,R,R}. Answer in reduced fraction form - eg 1/5 instead of 2/10.______