Problem: What is the reliability of a component for an operating period of 200hours, having a failure rate of 0.4 × 10¯tested, how many items fail in 200 hours?failures / hour. If 5000 such items are

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Answered: Problem : What is the reliability of a…

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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Compared to the aftershocks ,the earth quakes off the east coast of japan to the nearest whole number was.......times stronger
QUESTION 18 Use your knowledge of proportion to solve this problem. A student in the COBU260 course scores 80 points out of a possible 110 in the first half of the semester. If there are 140 outstanding points that a student can earn during the second half of the semester, what are the minimum points out of 140 the student must earn during the second half of the semester to receive a “B” grade (80% final percentage score). Specify your answer as points to be earned during the second half of the semester; do not divide by 140.
Problem : Consider a component having a failure rate of 0.6 × 10¯° failures / hours. What will be the reliability of the component for an operating period of 100 hours?
While the rate at which ethanol can be produced is important, the total quantity of ethanol that can be produced from a given crop is also important. Use the information listed below to calculate the theoretical yield of ethanol from a 1 hectare plot of corn and a 1 hectare plot of sugarcane in the U.S. (1 hectare = 2 football fields). Show your calculations. Corn Yield: 138 bushels of seed per hectare 1 bushel seed = 2.8 gallons ethanol Sugarcane Yield: 89 tons sugarcane per hectare 1 ton sugarcane = 19.5 gallons ethanol
When a forensic expert determines time of death, they often have additional information besides body temperature. Suppose a coroner finds that the person who was murdered had an infection that probably raised the core body temperature to around 102 degrees. Using the same cooling constant, ambient room temperature, and temperature data as in problem 1, make a new estimate for the time of death. Again, write your answer as a time, not just as ? minutes. A(Ambient temp)=68 B(temp)=85.9 K(cooling constant)=0.183702
2. Calcula con precisión n = 2 %3D x2 – 4x + 3.99999 = 0
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This question has several parts that must be completed sequentially. If you skip a part of the question, you will not receive any points for the skipped part, and you will not be able to come back to the skipped part.If a tank holds 4000 gallons of water, which drains from the bottom of the tank in 50 minutes, then Toricelli's Law gives the volume V of water remaining in the tank after t minutes as the following. Therefore, when t = 5, the rate at which the water drains is V'(5)
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Problem 8. Water flows into a tank at 6t2 + 1 gallons per minute for 0 < t< 2, with t in minutes. If the tank held 32 gallons when t water, in gallons, was in the tank when t = 1? 2, how much

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Problem : What is the reliability of a component for an operating period of 200 hours, having a failure rate of 0.4 x 10 ° failures / hour. If 5000 such items are tested, how many items fail in 200 hours?