A bag contains 5 blue candies and 6 green candies. You randomly pick a piece of candy from the bag, observe the color, then put it back in the bag. You repeat this process 5 times. Find the following probabilities (rounded to the nearest thousandths):

a.) getting exactly
2 green candies. P(2 green)=

b.) getting exactly 1 blue candies. P(1 blue)=

1 answer

a.) (6/11)^2 * (5/11)^3 = ?

b.) (5/11) * (6/11)^4 = ?