Goodness-to-fit test

Goodness-to-fit test. See attached file for full problem description.

Quantitative Analysis/ Linear Programming Models

Here are some linear programming questions from the quantitative analysis class I am taking that I need completed so I can study for an exam coming up . I have attached info from the book that refer to questions similar to the one like this and can be solved without the info requested. I have scanned the pages that show the info that will help you solve the problem. Please look it over so you can answer the questions . The equations also can be found in the book Quantitative analysis for management by 'barry Render. I have attached an example for the question four in question.

Normal approximation to binomial probabilities

Mathematics Study Centre was established to help students to solve mathematics and statistics problems. Assume that 30% of the students seek help in statistics. If 200 students seek help at the MSC in a semester, approximate the probability that at least 55 of them seek help in statistics.

Quantitative Analysis

I have some Quantitative Analysis questions I need help understanding. Waiting lines and queuing Theory models 1. The New Providence shopping mall is considering setting up an information desk manned by one employee. Because of the complex design of the mall, it is expected that people will arrive at the desk at about twice the rate for most malls. The expected rate is 25 per hour. It will also take longer to answer their questions – approximately four minutes per person on average. (a) Find the probability that the employee is idle. (b) Find the proportion of the time that the employee is busy. (c) Find the average number of people receiving and waiting to receive some info... click for more

Quantitative Analysis

I have some Quantitative Analysis questions I need help understanding. Simulation Modeling 1. A certain grocery store has noted the following figures with regard to the number of people who arrive at their three checkout stands ready to check out and the time it takes to check out the individuals. Arrivals/Min. Frequency Service Time in Min. Frequency 0 0.3 1 0.1 1 0.5 2 0.3 2 0.2 3 0.4 4 0.2 Simulate the utilization rate of the three checkout stands over four minutes using the following random numbers for arrivals: 07, 60, 49, and 95. Use the following random numbers for service: 77,76, 51, and 16. Note th... click for more