1. Sampling Individuals You select one bag of mints and measure its weight. Assume the machine shifts and is filling the bags with a mean weight of 11.56 ounces and a standard deviation of 0.05 ounces (see Figure 1 at the end of this document). a. What is the probability that you select a bag of mints that is not outside that acceptable range (in otheswords, you do not detect that the machine has shifted) (Use the Normal Distributions and Probabilities spreadsheet)? b. You randomly select 15 bags of mints. What is the probability that you select at least one bag that is not outside the acceptable range (Use the Normal Approximation of a Binomial Distribution spreadsheet)?
1. Sampling Individuals You select one bag of mints and measure its weight. Assume the machine shifts and is filling the bags with a mean weight of 11.56 ounces and a standard deviation of 0.05 ounces (see Figure 1 at the end of this document). a. What is the probability that you select a bag of mints that is not outside that acceptable range (in otheswords, you do not detect that the machine has shifted) (Use the Normal Distributions and Probabilities spreadsheet)? b. You randomly select 15 bags of mints. What is the probability that you select at least one bag that is not outside the acceptable range (Use the Normal Approximation of a Binomial Distribution spreadsheet)?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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1. Sampling Individuals You select one bag of mints and measure its weight.
Assume the machine shifts and is filling the bags with a mean weight of 11.56
ounces and a standard deviation of 0.05 ounces (see Figure 1 at the end of this
document).
a. What is the probability that you select a bag of mints that is not outside
that acceptable range (in othew words, you do not detect that the machine
has shifted) (Use the Normal Distributions and Probabilities
spreadsheet)?
b. You randomly select 15 bags of mints. What is the probability that you
select at least one bag that is not outside the acceptable range (Use the
Normal Approximation of a Binomial Distribution spreadsheet)?
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