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The manager of a tire store in Minneapolis has been concerned with the high cost of inventory. The current policy is to stock all the snow tires that are predicted to sell over the entire winter at the beginning of the season (end of October). The manager can reduce inventory costs by having suppliers deliver snow tires regularly from October to February. However, he needs to be able to predict weekly sales to avoid stock outs that will ultimately lose sales. To help develop a forecasting model, he records the number of snow tires sold weekly during the last winter and the amount of snowfall (in inches) in each week.
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.
If one or more conditions are unsatisfied, attempt to remedy the problem.
Use whatever procedures you wish to assess how well the new model fits the data.
Interpret and test each of the coefficients.
Find out the mean sum of squares of the treatment in one way ANOVA.The profits of individual traders in three departments, labelled by A, B and C, in a medium sized firm were recorded on one day.
The following lab is to give you a chance to generate your own graphs and statistics using software.
a deck of ordinary cards is shu?ed and 13 cards are dealt. what is the probability that the last card dealt is an
steam enters the condenser of a steam power plant at 20 kpa and a quality of 95 percent with a mass flow rate of 20000
Find the mean, median, range and standard deviation for the 2005 returns and estimate with 99% confidence the average order in the city.
suppose that 12 observations are drawn from a normal population. the observations are 15 912 11 8 12 11 7 15 9 6 and
question a random sample of five accidents resulted in the following number of persons injured 18 1512 19 amp 21.
Infers that less than 60% of the items are sold within 1 week. Find the probability of the type I error, then state your conclusion in words of the problem at a level of significance of 0.07.
using the empirical rule 95 of female heights should be between what two values? either show work or explain how your
a 2007 study reported in science magazine stated that fifth-grade teachers scored a mean of 3.4 out of 7 points for
Calculate 95 percent and 99 percent confidence intervals for m. Using the 95 percent confidence interval, can we be 95 confident that m is at least 50 pounds? Explain.
a. Formulate a linear programming model that could be used in making the crashing decisions.
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