2. A random sample of 25 male runners has a mean of ¯ x = 60 and standard deviation s = 3 kilograms (kg). Suppose that the mean weights of male runners follow a normal distribution with unknown mean µ and unknown standard deviation σ kg. Find a 90% confidence interval for µ. (10 pts.)
Confidence interval calculation.
Here 90% confidence that population mean of weights lies between 59 to 61 kg
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