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Decide how many of each of the following products your company should produce. The labor needed to produce product 1 is 4 hours, product 2 requires 9 hours of labor. Product 1 and product 2 both require 1 hour of inspection time before shipping. The company has up to 2000 labor hours for production and 380 hours available for inspection. Product 1 is sold for $140 and product 2 is sold for $280. What is your optimal product mix? How sensitive are your results to the prices of the products?
Use these data to test the null hypothesis of no difference in the use of sick days between younger and older adults - What do your results indicate
The manager of a large maintenance department in a manufacturing setting. Discuss how the understanding of probabilities will be beneficial to you and the company. I would have expectations of more than 200 words. The content is important.
Determine the posterior probabilities, given the following prior and likelihood probabilities.Prior probabilities P(s1) = .25 P(s2) = .40 P(s3) = .35 Likelihood Probabilities
Calculate chi-square for this table. Show your work. Draw a table just like the one above, leaving room in each cell to record these numbers: observed frequency fo), expected frequency fe), Fo -fe(f0-fe)2 and (f0-fe)2/fe
The percentage of physicians who are women is 27.9%. In a survey of physicians employed by a large university health system, 45 of 120 randomly selected physicians were women. Is there sufficient evidence at the 0.05 level of significance to c..
The average pay per hour for an employee in the packaging and shipping department of XYZ Corporation is $12.88 with a standard deviation of $0.95. Assume normal distribution applies
How would you define research? What is the purpose of business research? How has the Internet changed the quality and quantity of research?
The expected value is within one standard deviation of themean(so you must calculate both the standard deviation and expected value for your game).
What is the preventive maintenance cost that makes the manager indifferent between a one week and a two week preventive maintenance strategy?
In 1997 the British government created a program
Determine the number of stores that must be sampled in order to estimate the true proportion to within 0.05 with 95% confidence using the large-sample method.
Describes a positive linear relationship between X and Y
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