Answer:
0.8333
Step-by-step explanation:
Given that a group of statistics students conducted a random sample of 64 students at their college.
Their findings showed that the sampled students studied an average of 15 hours per week with a standard deviation of 5 hours
i.e we have
sample size = [tex]n=64[/tex]
Standard deviation of sample s = [tex]5[/tex]
By central limit theorem we have sample mean will follow a normal distribution with mean = sample mean and std error = std deviation /square root of n.
Substitute the values to get
Standard error of means =[tex]\frac{5}{\sqrt{64} } \\=0.8333[/tex]