Q2 (a) The mass, x of each rubber in a random sample of 50 rubbers from a certain farm is measured in kilograms. It is summarized that Σx = 75.5 and Ex² = 118.42. Calculate the probability that the mean mass of the rubbers is between 1.45 kg and 1.55kg.
Q2 (a) The mass, x of each rubber in a random sample of 50 rubbers from a certain farm is measured in kilograms. It is summarized that Σx = 75.5 and Ex² = 118.42. Calculate the probability that the mean mass of the rubbers is between 1.45 kg and 1.55kg.
MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Problem 1P
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![The mass, x of each rubber in a random sample of 50 rubbers from a certain
farm is measured in kilograms. It is summarized that Σx = 75.5 and Ex² =
118.42.
Calculate the probability that the mean mass of the rubbers is between 1.45 kg
and 1.55kg.
(b)
An experiment was performed to compare the wear and tear of rubber shoes
produced by Factory A and B. It is known that the wear and tear of rubber shoes
produced by both factories are normally distributed. Table Q2 shows the
necessary data.
Q2 (a)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F720bad25-6941-438b-b63e-8620c20b1fd0%2F621a1e76-0e57-48b8-af24-4ace3f95d755%2Ff563yyw_processed.png&w=3840&q=75)
Transcribed Image Text:The mass, x of each rubber in a random sample of 50 rubbers from a certain
farm is measured in kilograms. It is summarized that Σx = 75.5 and Ex² =
118.42.
Calculate the probability that the mean mass of the rubbers is between 1.45 kg
and 1.55kg.
(b)
An experiment was performed to compare the wear and tear of rubber shoes
produced by Factory A and B. It is known that the wear and tear of rubber shoes
produced by both factories are normally distributed. Table Q2 shows the
necessary data.
Q2 (a)
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