Determine the moment generating function
Suppose that X has a binomial distribution with parameters n and p.
Determine the moment generating function and use it to verify that the mean and variance of the binomial random variable are np and np(1-p).
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A satellite system consists of 4 components and can function adequately if at least 2 of the 4 components are in working condition. If each component is, independently, in working condition with probability .6, what is the probability the system
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a. Write down the design matrix. b. What is (are) the design generator(s). c. What resolution is this design and is this the best design under this situation.
Analyze the data and do any plots you think are useful to test the adequacy of the model.
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What kind of model is the above model? What factors are un-estimable? What is the resolution and why?
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