Randomly chosen package is improperly sealed

Reference no: EM13105640

In a meat packaging plant, Machine A accounts for 60% of the plant's output while Machine Baccounts for 40% of the plant's output. 1% of the packages from Machine A are improperly sealed while 2% of the packages from Machine B are improperly sealed.

a) What is the probability that a randomly chosen package is improperly sealed?

b) If a package is selected at random and found to be improperly sealed, what is the probability that it came from Machine A?

c) If a package is selected at random and found to be properly sealed, what is the probability that is came from Machine A?

Reference no: EM13105640

Questions Cloud

Argue for measures taken to counteract that injustice : If you can make assignment about your own experience or community, then all better - but you should support arguments.

Mean immigrants improve a state economy : Does this mean immigrants tend to earn more than other people? Or does it mean immigrants improve a state's economy? If not, what could explain the correlation?

Explain the organizational cultures : Explain based on their home countries how might the organizational cultures of four companies mentioned be district from one another and in what ways could they be the same?

Determining finding confidence interval for population : Of 900 consumers surveyed, 414 said they were very enthusiastic about a new home decor scheme. What is the 99% confidence interval for the population proportion?

Randomly chosen package is improperly sealed : What is the probability that a randomly chosen package is improperly sealed?

Examination for an individually owned brick-and-mortar : Presume you are a systems analyst who will be conducting a requirements examination for an individually owned brick-and-mortar retail store

The product development team from armed forces : The product development team from Armed Forces Credit Union

Explain what are the risk : Research as well as list some security concerns that a business must consider when developing a web presence. a) Explain what are the risk?

Explain chebyshev''s theorem as well as the empirical rule : When would you use Chebyshev's theorem as well as the empirical rule in business? How are they calculated? Offer one real-life example that requires Chebyshev's theorem

User Account

All Pages