Need help with question f only!! Thanks

10. (10 points) The length of time it takes students to finish the MTH 345 final exam is normally distributed. A random sample of 16 students had an average examination time of 94 minutes with a sample standard deviation of 10 minutes. Test the claim at the 5% significance level that the average amount of time it takes MTH 345 students to finish the final exam is equal to 100 minutes. (a) Original Claim: V =100 (b) Opposite of Claim: U # 100 (c) Ho and HA: HO = U = 100 HA = UF 1DO (d) Significance Level: q = D. 0'S (e) Test Statistic: ( q4 - 100) / (10/ (16) '/2) E - 2.4 I- H d.f. = n-1 Vn (f) Check Requirements, Compute Test Statistic, Find P-Value or Critical Value: check requirements test statistic P - valve (g) Make decision on Ho: Hence, t = - 2.4 is not within + 2, 1314 so reject HO (h) Conclusion: There is sufficient evidence to support the claim