Question

A distribution for time-to-failure processes characterised by a failure rate that does not vary with time...

A distribution for time-to-failure processes characterised by a failure rate that does not vary with time is?
Math   Statistics-And-Probability   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

Answer)

There are many types of failure rate such as increasing failure rate, decreasing failure rate and constant failure rate.

A failure rate that does not vary with time is known as constant failure rate.

And exponential distribution is one and only distribution to have constant failure rate.

Hence, A distribution for time-to-failure processes characterised by a failure rate that does not vary with time is Exponential distribution.

Hope this helps you !!!

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Consider a manufacturing process.The failure rate of the process follows an exponential distribution with a failure...
Consider a manufacturing process.The failure rate of the process follows an exponential distribution with a failure rate of 0.1 failures per year. Determine what is the probability to have a failure in the first 5 years? between year 5 and 10?
The lifetime of a car follows the Weibull distribution with a failure rate of 0.1 per...
The lifetime of a car follows the Weibull distribution with a failure rate of 0.1 per year and parameter a = 0.5. What is the time to which 25% of the cars will last?
a)Consider a manufacturing process . The failure rate of the process follows an exponential distribution with...
a)Consider a manufacturing process . The failure rate of the process follows an exponential distribution with a failure rate of 0.1 failures per year. Determine what is the probability to have a failure after the first 20 years B)Consider a manufacturing process . The failure rate of the process follows an exponential distribution with a failure rate of 0.1 failures per year. Determine what is the probability to have a failure between year 10 and year 15
The failure time of a component is a random variable with an exponential distribution that has...
The failure time of a component is a random variable with an exponential distribution that has a mean of 777,6 hours. What is the probability that the component will still be working after 2014 hours ?
The failure time, in weeks, of a component is a random variable with a Weibull distribution...
The failure time, in weeks, of a component is a random variable with a Weibull distribution with parameters a=7.49 and b=1.28. What is the probability that the component will still be working after 1.0 weeks?
how does failure to maintain homeostasis in the integumentary system affect bone formation and remodeling processes?...
how does failure to maintain homeostasis in the integumentary system affect bone formation and remodeling processes? Be sure to discuss how the different types of bone cells responds to different factors (e.g. ions, cellular signaling molecules etc) and what the driving force behind maintaing homeostasis in bone remodeling process.
Cyclic Voltammgram: How does the peak current vary with sweep rate? Why? How does the peak...
Cyclic Voltammgram: How does the peak current vary with sweep rate? Why? How does the peak current vary with conc?
The time for a failure to occur in a mechanic arm follows an exponential distribution, typically...
The time for a failure to occur in a mechanic arm follows an exponential distribution, typically a failure occurs every 500 hours. A. What is the probability that the mechanic arm doesn't fail during the first 150 hours? B. What is the probability of having 2 failures in less than 800 hours?
5. A) A VCR has an exponential failure time distribution, with an average time of 20,000...
5. A) A VCR has an exponential failure time distribution, with an average time of 20,000 hours. If the VCR has lasted 20,000 hours, then the probability that it will fail at 30,000 hours or earlier is: B) Of the following normal curves, with the parameters indicated, the one that most closely resembles the curve with parameters ϻ = 10 and σ = 5 and it is: C) The service time at the window of a certain bank follows an...
The time to failure of an engine is modeled by a non-normal distribution. You are assigned,...
The time to failure of an engine is modeled by a non-normal distribution. You are assigned, as a new Engineer, to estimate the time to failure of the ZX-300 new engine. a) What would you try to estimate: centrality, dispersion or proportion? Explain b) How many samples would you advise your team to destroy in this case in order for you to make an estimation? Explain c) Let's say that times are hard to calculate, and you can get only...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT