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Assembly times and fatigue. A company is considering having the employees on its assembly line work 4 10-hour days instead of 5 8-hour days. Management is concerned that the effect of fatigue as a result of longer afternoons of work might increase assembly times to an unsatisfactory level.
An experiment with the 4-day week is planned in which time studies will be conducted on some of the workers during the afternoons. It is believed that an adequate model of the relationship between assembly time, y, and time since lunch, x, should allow for the average assembly time to decrease for a while after lunch before it starts to increase as the workers become tired.
Write a model relating E(y) and x that would reflect the management's belief, and sketch the hypothesized shape of the model.
Firm wishes to choose a small sample of driving distances from the past year and carry out a hypothesis test for its suspicion. State the null hypothesis and the alternative hypothesis that it would use for this test.
electrical engineers recognize that high neutral current in computer power system is a potential problem. a recent
Suppose x has a uniform probability distribution. Is the amount dispensed by the machine a discrete or a continuous random variable? Find the mean and standard deviation for the distribution.
(a) Determine the probability that both parts in the sample are defective by computing a conditional probability. (b) Determine the answer to part (a) by using the subset approach that was described in this section.
a local school district claims that the number of school days missed by its teachers due to illness is below the
Identifying Sampling TechniquesIn Exercises 23-30, identify the sampling technique used, and discuss potential sources of bias (if any). Explain.
What would be an appropriate graphical representation to show the dispersion of home prices in a particular city, such as San Diego? Consider what would be the dependent (y) and independent (x) variables? Explain your reasoning.
1. Find the area under the standard normal curve that lies between z = -2.4 and z= 1
1. if the correltation coefficient has associated probability value of .02 thenthe result is importantthe hypothesis
for a population with a mean of micro 60 and a standard deviation of ? 24 find the z-score corresponding to each of
Starting with the initial solution derived by the nw corner method identify the cell w/the best cost improvement index and the quantity that can be transferred to that cell.
What is the probability that she never misses in 10 shots? there are exactly 8 bulls eyes in 10 shots? there are no more that 8 bulls eyes in 10 shots? she gets atleast one bulls eye?
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