We cannot interpret the confidence interval estimate of $\mu$as a probability statement about$\mu$ , simply because the population mean is a fixed but unknown quantity.

Question

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The confidence interval provides a range of values within which we are confident the true population mean μ falls, but since μ is a fixed value, we cannot assign probabilities to fixed values. The confidence interval reflects the uncertainty in our estimate, not the probability of μ taking on certain values.

We Cannot Interpret the Confidence Interval Estimate Of μ\muμ As a Probability Statement About

We Cannot Interpret the Confidence Interval Estimate Of $\mu$ As a Probability Statement About