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A supermarket buys light globes (light bulbs) from three different manufacturers - Brightlight (35%), Glowglobe (20%) and Shinewell (45%). In the past, the supermarket has found that 1% of Brightlight's globes are faulty, and that 1.5% of each of Glowglobe's and Shinewell's globes are faulty. A customer buys a globe without looking at the manufacturer's name - in other words, it's a random choice. When she gets home, she finds the globe is faulty. What is the probability she chose a Shinewell's globe?
Develop a regression model and use a software package to produce the statistics. Perform a complete diagnostic analysis to determine whether the required conditions are satisfied.
the grade appeal process at a university requires that a jury be structured by selecting six individuals randomly from
Determine the least number of regular and king size pills he should prescribe to meet those requirements.
Construct a 90% confidence interval for the average amount of fat grams in a "heart healthy" sandwich.
a machine dispenses water into a glass. assuming that the amount of water dispensed follows a continuous uniform
Using the preceding data, compute pension expense for the year 2014. As part of your solution, prepare a pension worksheet that shows the journal entry for pension expense for 2014 and the year-end balances in the related pension accounts.
The length of a rectangular swimming pool is 2x - 1 meters, and the width is x + 2 meters. Write a polynomial that represents the area. Find the area if x is 5 meters.
Review the data and for the purpose of this project please consider the 100 listing prices as a population. Explain what your computed population mean and population standard deviation were
For the quarterback in part (b), what is the 95% prediction interval for his passer rating next year?- For quarterbacks similar to the one in part (b), what is the 95% confidence interval for their mean rating next year?
For this assignment, you will undertake an analysis based on a self-designed fictitious study that utilizes statistical methodologies. You will first develop a fictitious problem to examine - it can be anything.
The Federal No Child Left Behind Act requires periodic testing in standard subjects. A random sample of 50 junior high school students from Atlanta.
How can this be possible, and what is one way to decide whose clustering result is better?
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