Sam computed a 95% confidence interval for μ from a specific random sample. His confidence interval was 10.1 < μ < 12.2. He claims that the probability that μ is in this interval is 0.95. What is wrong with his claim?
A) Either μ is in the interval or it is not. Therefore, the probability that μ is in this interval is 0 or 1.
B) The probability that μ is in this interval is 0.05.
C) Either μ is in the interval or it is not. Therefore, the probability that μ is in this interval is 0.95 or 0.05.
D) A probability can not be assigned to the event of μ falling in this interval.
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