What are confidence intervals and why are they important?
Confidence intervals are a range of values used to estimate the true parameter of a population. They provide a measure of uncertainty.
How do you calculate a confidence interval?
To calculate a confidence interval, you typically use the formula: CI = sample mean ± (critical value * standard error).
What does the critical value represent?
The critical value represents the point beyond which you would reject the null hypothesis, often derived from a Z or t distribution.
Can you give an example of a confidence interval?
Sure! If a sample mean is 50 with a standard error of 5, a 95% confidence interval would be 50 ± 1.96*5, or (41.2, 58.8).
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