(a) Define the "success"; what is N, n, k, x? (b) Evaluate the probability distribution?
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Q: I need help with parts b and c please
A: If you have any questions let me know in comment box thankyou for your question.
Using Hypergeometric
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- See added imageSection : Negative Binomial & Hypergeometric Distributions Q: One of the popular tourist attractions in Alaska is watching black bears catch salmon swimming upstream to spawn. Not all “black” bears are black, some are tan-colored. Suppose that six black bears and three tan-colored bears are working the rapids of a salmon stream. Over the course of an hour, six different bears are sighted. What is the probability that those six include at least twice as many black bears as tan-colored bears?I have a geometric probability question.
- Engineering Data Analysis. No long explanation needed. Rate will be given! Multiple Choice Two fair dice are thrown. Find the probability that the sum is greater than 7. a. 5/11 b. 7/18 c. 5/12 d. 4/9Probability Question required solution1 A) Complete the Probability Distribution Table below for an imaginary lottery. (No need to calculate values, just remember your probabilities must ADD to 1. You should be able to complete that statement.) Prize Probability (X x) B) Use the table you created to determine the amount of money someone expects to win when they purchase a lottery ticket.