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Assume sales depend on the price and advertising expenditure. Use the data below to formulate a regression model: Sales=b0+b1*Price+b2*Advertising Expenditure. You need to answer the values of b0, b1, and b2.
Price Advertising Expenditure ($1000s) Sales (1000s)
2.00 50 478 2.50 50 373 3.00 50 335 2.00 50 473 2.50 50 358 3.00 50 329 2.00 50 456 2.50 50 360 3.00 50 322 2.00 50 437 2.50 50 365 3.00 50 342 2.00 100 810 2.50 100 653 3.00 100 345 2.00 100 832 2.50 100 641 3.00 100 372 2.00 100 800 2.50 100 620 3.00 100 390 2.00 100 790 2.50 100 670 3.00 100 393
Conduct a chi-square goodness-of-fit test to determine if there is evidence that the proportions in the population are not all equal.
Distinguish and evaluate the three Marxist critiques of capitalism
Perform the test at the 5% level of significance using the p-value approach. You need not repeat the first three steps, already done in part (a).
A researcher reports that a test for normality was performed, and that based on this test, no evidence of non-normality was found. Why might it be unreasonable to assume normality despite this result?
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The waiting room for jury selection has 40 women and 30 men to choose from. A jury of 12 is selected from these 70 people, what is the probability that exactly 5 of the jury members will be women?
Does the data prove a significant difference in mean times?
The Absent Minded Professor study was a RCT, which had an objective to estimate the protective effect of drug "No-Reminder" compared to drug "Reminder" on risk of "Forgetful syndrome". The study found that the drug "No-Reminder" was protective.
Do the data provide suf?cient evidence to indicate that the mean Hb level for children with chronic diarrhea is less than that of the normal value of 14.6 g/dL? Test the appropriate hypothesis using α = 0.01. Draw a box plot and normal plot for th..
Random sample of 100 people yielded following data on number of tissues utilized in a cold: x-bar = 38, s = 20. By using sample information provided, compute the value of test statistic for the relevant hypothesis test.
randomly selected statistics students participated in an experiment to test their ability to determine when 1 min or 60
Use Benford's distribution to calculate the probability of each digit and record your results in the table above. Comment on how closely your distribution of first digits follows Benford's distribution. Why are they not exactly the same?
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