a) There is a donut shop with 4 types of donuts. {A, B, C, D} What...

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a) There is a donut shop with 4 types of donuts. {A, B, C, D} What is the probability that a random sale of 12 donuts contains at least 6 donuts of type A? Assume all sales are equally likely. b) What is the probability that 2, unfair, six-sided dice have a sum of at least 10? Let the probability distribution for both dice be: P(d = x) = 2, e.g. the probability of a dice rolling a 3 is 21 a) There is a donut shop with 4 types of donuts. {A, B, C, D} What is the probability that a random sale of 12 donuts contains at least 6 donuts of type A? Assume all sales are equally likely. b) What is the probability that 2, unfair, six-sided dice have a sum of at least 10? Let the probability distribution for both dice be: P(d = x) = 2, e.g. the probability of a dice rolling a 3 is 21

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To find the probability that a random sale of 12 donuts contains at least 6 donuts of type A we can ... View the full answer