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The manager of a video library would like the variance of the waiting times of the customers not to exceed 2.30 minutes-squared. He would like to add an additional billing counter if the variance exceeds the cut-off. He checks the recent sample data. For a random sample of 24 customer waiting times, he arrives at a sample variance of 3.8 minutes-squared. The manager assumes the waiting times to be normally distributed. Which of the following would be null and the alternate hypothesis to test if the cut-off is surpassed?
Market Value
The ongoing cost in the market for an asset or service to be sold or bought.
Investment Cost
The total expenses incurred in purchasing an asset, including the price of the asset plus any additional fees or charges.
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A measure of the profitability of an investment, calculated as the net profit from the investment divided by the initial cost of the investment.
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