You are to find an 80% confidence interval for the population mean, given that the sample size (n) is 701, the sample mean is 75.9 and the sample standard deviation is 13.1.
The formula for an 80% confidence interval is:
mean +/- t-critical * sample SD/square root (n)
t-critical is the value from the t-distribution table for 10% upper tail and 700 degrees of freedom, which is approximately 1.29 (if 700 DOF is not in table, use value for next lowest DOF).
You now have the values to plug into your formula and get your CI.