Question

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 exponential distribution with an average of 2 minutes. The probability that the service time for the next customer is 3 minutes or more is:

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
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 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?
The repair time of a telecommunication antenna has an exponential distribution, with an average of 22...
The repair time of a telecommunication antenna has an exponential distribution, with an average of 22 minutes. It is requested: a) Find the probability that the repair time of the antenna is less than 10 minutes. b) To perform a scheduling, how much time should be assigned to each repair so that the probability of the repair time exceeding the assigned time is only 0.1? c) Knowing that the repair time has already exceeded 5 minutes, what is the probability...
The waiting time at a certain checkout counter follows an exponential distribution with a mean waiting...
The waiting time at a certain checkout counter follows an exponential distribution with a mean waiting time of five minutes. a) Compute the probability that an individual customer waits longer than 5 1/2 minutes at the checkout counter. b) Compute the exact probability that the average checkout time for 5 individuals is greater than 5 ½ minutes. c) Compute the exact probability that the average checkout time for 15 individuals is greater than 5 ½ minutes. d) Apply the Central...
"SUPERCALIFRAGILISTICOEXPIALIDOSO" is a manufacturing company of resistors which are known to have an exponential failure rate...
"SUPERCALIFRAGILISTICOEXPIALIDOSO" is a manufacturing company of resistors which are known to have an exponential failure rate distribution. Failure rate = 9.09 x 10^-5 a) Given that a resistor has been working for 4,500 hours, what would be the probability that it would survive 2000 hours more of use? b) What is the probability any resistor will still be working after 6000 hours of use? c) At what point in time will 20% of these resistors be expected to still be...
Suppose that a system has a component whose time in years until failure is nicely modeled...
Suppose that a system has a component whose time in years until failure is nicely modeled by an exponential distribution. Assume there is a 60% chance that the component will not fail for 5 years. a) Find the expected time until failure. b) Find the probability that the component will fail within 10 years. c) What is the probability that there will be 2 to 5 failures of the components in 10 years.
"SUPERCALIFRAGILISTICOEXPIALIDOSO" is a manufacturing company of resistors which are known to have an exponential failure rate...
"SUPERCALIFRAGILISTICOEXPIALIDOSO" is a manufacturing company of resistors which are known to have an exponential failure rate distribution failure rate= 9.09 x10 -5 exponent A-what is the probability any resistor will still be working after 6000 hours of use B- given that a resistor has been working for 4,500 hours, what would be the probability that it would survive 2000 hours more of use C- what is the probability it will fail within 5,500 hours of use
Exponential/Poisson Megacity Bank operates a drive-up teller window that allows customers to complete bank transactions without...
Exponential/Poisson Megacity Bank operates a drive-up teller window that allows customers to complete bank transactions without having to get out of their car. Megacity Bank waiting line times follow an exponential distribution with a service rate of 36 customers per hour. A.What is the probability that the time to service is 1 minute or less? (show your formula with the numbers plugged in, as well as the answer. You may use the e^(-λ) table, an advanced calculator or excel to...
Question: ?Benny's Arcade has five video game machines. The average time between machine failures is 25...
Question: ?Benny's Arcade has five video game machines. The average time between machine failures is 25 hou... ?Benny's Arcade has five video game machines. The average time between machine failures is 25 hours.? Jimmy, the maintenance? engineer, can repair a machine in 10 hours on average. The machines have an exponential failure? distribution, and Jimmy has an exponential? service-time distribution. a. ?Jimmy's utilization is ?. ?(Enter your response rounded to three decimal? places.) b. The average number of machines out...
The time between customer arrivals at a furniture store has an approximate exponential distribution with mean...
The time between customer arrivals at a furniture store has an approximate exponential distribution with mean θ = 9.9 minutes. [Round to 4 decimal places where necessary.] If a customer just arrived, find the probability that the next customer will arrive in the next 9.4 minutes. Tries 0/5 If a customer just arrived, find the probability that the next customer will arrive within next 13 to 17 minutes? Tries 0/5 If after the previous customer, no customer arrived in next...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT