A university found that 10% of students withdraw from a math course. Assume 25 students are...
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A university found that 10% of students withdraw from a math course. Assume 25 students are enrolled. a. Write the prob. distribution function with the specific parameters for this problem b. Compute by hand (can use calculator but show some work) the pro that exactly 2 withdraw. c. Compute by hand (can use calculator but show some work) the prob. that exactly 5 withdraw. d. Construct the probability distribution table of class withdrawals in Excel. This is a table of x and f(x). Generate one column for the number of x successes with numbers 0 to 25 in each row. Generate a second column with the probability f(x) of each success using the Excel function =BINOM.DIST(x, n, p, FALSE) in each row. Attach the table e. What is the probability that 5 or less will withdraw? A university found that 10% of students withdraw from a math course. Assume 25 students are enrolled. a. Write the prob. distribution function with the specific parameters for this problem b. Compute by hand (can use calculator but show some work) the pro that exactly 2 withdraw. c. Compute by hand (can use calculator but show some work) the prob. that exactly 5 withdraw. d. Construct the probability distribution table of class withdrawals in Excel. This is a table of x and f(x). Generate one column for the number of x successes with numbers 0 to 25 in each row. Generate a second column with the probability f(x) of each success using the Excel function =BINOM.DIST(x, n, p, FALSE) in each row. Attach the table e. What is the probability that 5 or less will withdraw?
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Related Book For
Essentials of Statistics for Business and Economics
ISBN: 978-1305081598
7th edition
Authors: David Anderson, Thomas Williams, Dennis Sweeney, Jeffrey Cam
Posted Date:
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