A tire manufacturer wants to get an estimate of the average length of road that can be traveled (in 100 km) by a brand new tire, until the tire breaks. The assumption is that the tires are used fairly in relatively the same road conditions. For this purpose, research has been carried out on the tire production and obtained the average road that can be traveled until the tire is damaged, which is 25,300 km, and the standard deviation is estimated at 6,100 km. - What is the probability that the tire can reach a maximum of 30,000 km.
A tire manufacturer wants to get an estimate of the average length of road that can be traveled (in 100 km) by a brand new tire, until the tire breaks. The assumption is that the tires are used fairly in relatively the same road conditions. For this purpose, research has been carried out on the tire production and obtained the average road that can be traveled until the tire is damaged, which is 25,300 km, and the standard deviation is estimated at 6,100 km. - What is the probability that the tire can reach a maximum of 30,000 km.
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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A tire manufacturer wants to get an estimate of the average length of road that can be traveled (in 100 km) by a brand new tire, until the tire breaks. The assumption is that the tires are used fairly in relatively the same road conditions. For this purpose, research has been carried out on the tire production and obtained the average road that can be traveled until the tire is damaged, which is 25,300 km, and the standard deviation is estimated at 6,100 km.
- What is the probability that the tire can reach a maximum of 30,000 km.
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