2. Suppose we have the hypothesis test
H0 : µ = 200
Ha : µ > 200
in which the random variable X is N(µ, 10000). Let the criticalregion C = {x : x ≥ c}.
Find the values of n and c so that the significance level ofthis test is α = 0.03 and the power of µ = 220 is 0.96.
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