Question 14 5 points Table of Binomial Probabilities (n = 1, 2, ..., 7) Table I...

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Question 14 5 points Table of Binomial Probabilities (n = 1, 2, ..., 7) Table I - Table of Binomial Probabilities (n=8, 9, 10, 11) A bag contains 13 balls, 8 of them are red, and the remaining 5 are green. a. If two balls are selected at random from this bag without replacement (the first ball selected is not replaced before the second draw), find the probability that: (Note: Enter just the probability value in fractional form (n/d) or round your answers to two decimals.) 1. Both are red. Number 2. They are not of the same colour. 3. At least one is green. Number Number 4. The first ball is red and the second ball is green. Number b. If two balls are selected at random with replacement (the first ball selected is replaced before the second draw), find the probability that both are red. (Note: Enter just the probability value rounded to two decimals.) Number c. If 4 balls are selected at random (without replacement), find the probability that all 4 of them are red balls. (Note: Enter just the probability value rounded to two decimals.) Number MacBook Air H Submit Assignment Back Question Menu Question 14 5 points Table of Binomial Probabilities (n = 1, 2, ..., 7) Table I - Table of Binomial Probabilities (n=8, 9, 10, 11) A bag contains 13 balls, 8 of them are red, and the remaining 5 are green. a. If two balls are selected at random from this bag without replacement (the first ball selected is not replaced before the second draw), find the probability that: (Note: Enter just the probability value in fractional form (n/d) or round your answers to two decimals.) 1. Both are red. Number 2. They are not of the same colour. 3. At least one is green. Number Number 4. The first ball is red and the second ball is green. Number b. If two balls are selected at random with replacement (the first ball selected is replaced before the second draw), find the probability that both are red. (Note: Enter just the probability value rounded to two decimals.) Number c. If 4 balls are selected at random (without replacement), find the probability that all 4 of them are red balls. (Note: Enter just the probability value rounded to two decimals.) Number MacBook Air H Submit Assignment Back Question Menu