Computer Science > QUESTIONS & ANSWERS > Georgia Institute Of Technology ISYE 6644 Week 11 Homework_ Simulation and Modeling for Engineering (All)

Also available in bundle ( Click Here )

Georgia Institute Of Technology ISYE 6644 Week 11 Homework_ Simulation and Modeling for Engineering and Science - ISYE-6644-OAN.

Document Content and Description Below

Week 11 Homework Due Aug 4 at 11:59pm Points 7 Questions 7 Available after Jul 22 at 8am Time Limit None Attempt History Attempt Time Score LATEST Attempt 1 12 minutes 5 out of 7  Correct an ... swers will be available on Aug 5 at 12pm. Score for this quiz: 5 out of 7 Submitted Aug 2 at 12:25pm This attempt took 12 minutes. Question 1 1 / 1 pts (Lesson 10.1: Introduction to Comparison of Systems.) Suppose we are dealing with i.i.d. normal observations with unknown variance. Which of the following is true about a 95% confidence interval for the mean ? a. If you take more observations, the CI will always shrink. b. We are 95% sure that our CI will actually contain the unknown value of c. If we calculate 100 of these CI's, exactly 95 will actually contain . d. A 99% CI based on the same data will be shorter than the corresponding (b). [(a) would be correct if you said ``usually'' instead of "always''. (c) would be OK if you said "about'' instead of "exactly''. (d) is simply wrong.] Question 2 1 / 1 pts (Lesson 10.3: Confidence Intervals for the Difference in Two Means.) We are studying the waiting times arising from two queueing systems. Suppose we make 4 independent replications of both systems, where the systems are simulated independently of each other. replication system 1 system 2 1 10 25 2 20 10 3 5 40 4 30 30 Assuming that the average waiting time results from each replication are approximately normal, find a two-sided 95% CI for the difference in the means of the two systems. a. [-30, -5] b. [-15, 5] c. [-29.76, 9.76] d. [-35, 10] e. [5, 30] [Show More]

Last updated: 3 years ago

Preview 1 out of 8 pages

Buy Now

Instant download

We Accept: