CUMULATIVE BINOMIAL PROBABILITY DISTRIBUTIONS 3. Mr. Jackson could think about his experiment a little differently. How many times should he expect to roll a 4 if he rolls his number cube 30 times? This is called the mean, or expected value. You can find it if you know the number of trials and the probability of success for an individual trial. Use the formula u, np to find the expected value. Part A: Find the expected value for the number of times you would roll a 4 in 30 rolls of a number cube. a. How many trials, n, are there? b. What is p, the probability of success for each trial? c. What is the expected value of rolling a 4 in 30 rolls of a number cube?

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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CUMULATIVE BINOMIAL PROBABILITY DISTRIBUTIONS
3. Mr. Jackson could think about his experiment a little differently. How many times
should he expect to roll a 4 if he rolls his number cube 30 times? This is called the
mean, or expected value. You can find it if you know the number of trials and the
probability of success for an individual trial. Use the formula u, np to find the
expected value.
Part A: Find the expected value for the number of times you would roll a 4 in 30
rolls of a number cube.
a. How many trials, n, are there?
b. What is p, the probability of success for each trial?
c. What is the expected value of rolling a 4 in 30 rolls of a number cube?
Transcribed Image Text:CUMULATIVE BINOMIAL PROBABILITY DISTRIBUTIONS 3. Mr. Jackson could think about his experiment a little differently. How many times should he expect to roll a 4 if he rolls his number cube 30 times? This is called the mean, or expected value. You can find it if you know the number of trials and the probability of success for an individual trial. Use the formula u, np to find the expected value. Part A: Find the expected value for the number of times you would roll a 4 in 30 rolls of a number cube. a. How many trials, n, are there? b. What is p, the probability of success for each trial? c. What is the expected value of rolling a 4 in 30 rolls of a number cube?
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