# Question: The Watts New Lightbulb Corporation ships large consignments of lightbulbs

The Watts New Lightbulb Corporation ships large consignments of lightbulbs to big industrial users.

When the production process is functioning correctly, which is 90% of the time, 10% of all bulbs produced are defective. However, the process is susceptible to an occasional malfunction, leading to a defective rate of 50%. If a defective bulb is found, what is the probability that the process is functioning correctly? If a nondefective bulb is found, what is the probability that the process is operating correctly?

When the production process is functioning correctly, which is 90% of the time, 10% of all bulbs produced are defective. However, the process is susceptible to an occasional malfunction, leading to a defective rate of 50%. If a defective bulb is found, what is the probability that the process is functioning correctly? If a nondefective bulb is found, what is the probability that the process is operating correctly?

**View Solution:**## Answer to relevant Questions

You are the meat products manager for Gigantic Foods, a large retail supermarket food distributor who is studying the characteristics of its whole chicken product mix. Chickens are purchased from both Free Range Farms and ...Explain carefully the meaning of conditional probability. Why is this concept important in discussing the chance of an event's occurrence? A company places a rush order for wire of two thicknesses. Consignments of each thickness are to be sent immediately when they are available. Previous experience suggests that the probability is 0.8 that at least one of ...Federated South Insurance Company has developed a new screening program for selecting new sales agents. Their past experience indicates that 20% of the new agents hired fail to produce the minimum sales in their first year ...Consider the probability distribution function a. Graph the probability distribution function. b. Calculate and graph the cumulative probability distribution. c. Find the mean of the random variable X. d. Find the variance ...Post your question