Probability that a score chosen at random
1000 students took a national aptitude test. As a result, the mean score was 71 and standard deviation was 6. Assuming that distribution ofthe scores is normal, what is the probability that a score chosen at random will be 73 or greater?
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a. Determine the regression equation. b. What is the value of R? Comment on the value.
Inventories represent a considerable investment for every organization: thus, it is important that they be managed well. Excess inventories can indicate poor financial and operational management. On the other hand, not having inventory when it is
Assume that a firm with a 35 percent tax rate receives $100,000in dividends from another corporation. What taxes must be paid on this dividends, and what is the after tax amount of the dividend?
State the union and intersection of the 2 sets and the complements of each set. Show how DeMorgan's laws are demonsrated by the example sets that you defined.
As a starting point, what is the price of the combined test assuming marginal cost pricing? Assume that Allied wants a contribution margin of $10 per test. What price must be set to achieve this goal?
Draw and label a flowchart of the process, and calculate all unknown stream variables. (Note that the density of water can be taken as 1.0 g/cm3 and its molecular weight is 18.02 Wind.)
Write this estimate by hand on your histogram, and show on your histogram which area is being used as your estimate. Also, compute and write the theoretical value for this probability using the table of the normal distribution.
Determine the maximum central load that a 10m long beam can carry if its maximum stress must not exceed 80MPa.
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