Question: In Minitab, Go To > Calc > Probability Distributions > Click On The Following Two Discrete Distributions. Please Enter The List Of All Calc > probability distributions > click on the following two discrete distributions. Pleaseenter the li" v:shapes="Picture_x0020_21">

In Minitab, go to > Cale> probability distributions > click on the following two discrete distributions. Please enter the list of all possible x values first to produce the binomial probabilities as a table. Part I: Binomial Distribution We now have 10 job applicants and the probability of success (i.c., getting hired) for each applicant is 0.58 in this economy. Use Minitab (not your calculator) to generate the entire binomial probability distribution table for random variable x 0, 1, 2, 3,..., 9, 10 and the number of trials, n 10. You don't want to do each x value separately. Type the column of 11 x values first and include 0. Then compute the 11 binomial probabilities, respectively in the next column so you have a table of binomial probability distribution. Q1: The total probability of any probability distribution should be 1.00. Is your probability sum equal to 1.00? Y/N Q2: Which value of x has the maximal probability? Q3: Compute the weighted mean or expected value of x. using this special formula, E(x)-(n) (p). Compare the expected value, E(x) with the x value that has the maximal probability. Q4: Are the two values close to each other? Y/N Q5: Do E(x) and x have the same units? Y/N Q6: What is the probability that at most three applicants would get hired? Part II: Poisson Probability Distribution The bank data show that the number of customers who use the drive-up window has a Poisson distribution. On the average, 2.8 customers would drive up to the window over every 30 minutes. Use Minitab to compute the Poisson probabilities of x from 0 up to 10 customers. Click the Help button in the dialog box for helpful steps. Though x values can go up to infinity, P(x) approaches 0 fast. Q7: What is the probability that at least one customer would drive up to the window for service within an hour? (Note that I hour 2(30) minutes so you have to find the new mean for 1 hour. You also need to compute the Poisson probabilities as a table.) Use the Help button in the dialog box for steps. In Minitab, click the session results and copy your Minitab solutions to a Word file AS IT APPEARS in Minitab. Please submit a Word file as CA3-yourlastname.docx Do not submit any Minitab file. (Some questions may require some simple typed calculation based on your computer results in order to answer the questions correctly.)