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a.Suppose we are sampling from a N(μ,144) distribution. How large must n be so that a 90% CI for μ has length (left endpoint to right endpoint) equal to 0.5?
b.In the same situation as (a), suppose instead that σ2 = 100. Would the required n go up or down?
discuss the various sampling methods we might use in determining which items to include in a
Is there any evidence to suggest the true proportion of residents who favor additional power to tap phones is less than 0.75? Use a = 0.01.
five students were randomly selected from a large university. the act scores for these students were 23 12 27 32 and
Use the steps of hypothesis testing. (b) Sketch the distributions involved. (c) Explain your answer to someone who has never taken a course in statistics.
A wire 16 feet long has to be formed into a rectangle What dimensions should the rectangle have to maximize the area?
What does this confidence interval mean? Why might decision makers be interested in such an interval?
Can you show me an example of this? I am a nurse, can you show me an example from the health care field to help me to understand this?
an iq test is designed so that the mean is 100 and the standard deviation is 10 for the population of normal adults.
Let X1,..., Xn be a random sample from a two-parameter exponential population with density 1 f (x, θ, υ) = θ e-(x-υ) θ , for x ≥ υ, θ > 0. Find MLEs for θ and υ when both are unknown.
Explain why these lengths should not be used to estimate the mean gestation length of all captive sea otters.
Use forward selection stepwise regression to produce an estimate of a multiple regression model to predict y.
In a certain? lottery, you must select 4 numbers? (in any? order) out of 30 correctly to win.
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