As a result of a durability test applied to tires produced in a factory producing automobile tires arithmetic mean of the durations of the tires to withstand the test 242 s. and its standard deviation is 36 s. Normal with It is known to have distribution. Random tires produced and tested in this factory the duration of a selected tire to withstand the test, a) 256 to 308 s. What are the chances of it happening? b) Since it is known that a total of 150 tires are tested, this test is 300 s. Tire that lasts more than What is the number.?
As a result of a durability test applied to tires produced in a factory producing automobile tires arithmetic mean of the durations of the tires to withstand the test 242 s. and its standard deviation is 36 s. Normal with It is known to have distribution. Random tires produced and tested in this factory the duration of a selected tire to withstand the test, a) 256 to 308 s. What are the chances of it happening? b) Since it is known that a total of 150 tires are tested, this test is 300 s. Tire that lasts more than What is the number.?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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As a result of a durability test applied to tires produced in a factory producing automobile tires arithmetic mean of the durations of the tires to withstand the test 242 s. and its standard deviation is 36 s. Normal with It is known to have distribution. Random tires produced and tested in this factory the duration of a selected tire to withstand the test, a) 256 to 308 s. What are the chances of it happening? b) Since it is known that a total of 150 tires are tested, this test is 300 s. Tire that lasts more than What is the number.?
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