Suppose we compute a 95% confidence interval using the formula and obtain (a,b),

Question

Suppose we compute a 95% confidence interval using the formula

and obtain (a,b), where a and b are two numbers. Pick the most appropriate choice for interpretation.

With 95% confidence, the population mean lies within (a,b)

With 95% confidence, the difference in population means lies within (a,b)

With 95% confidence, an individual lies within (a,b)

With 95% confidence, the sample mean lies within (a,b

With 95% confidence, the population mean lies within (a,b)

With 95% confidence, the difference in population means lies within (a,b)

With 95% confidence, an individual lies within (a,b)

With 95% confidence, the sample mean lies within (a,b

Explanation / Answer

With 95%confidence , the population mean lies within (a,b)

Option 1

It's based on t -test

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