Statistics practice for final Be sure to review the following and have this information handy when taking Final GHA: · Calculating z alpha/2 and t alpha/2 on Tables II and IV · Find sample size for estimating population mean. Formula 8.3 p. 321 OCR. · Stating H0 and H1 claims about variation and about the mean. Chapter 9 OCR. · Type I and Type II errors p. 345 OCR. · Confidence Interval for difference between two population means. Chapter 10 OCR p. 428 · Pooled sample standard deviation. Chapter 10 OCR p. 397 · What do Chi-Square tests measure? How are their degrees of freedom calculated? Chapter 12 OCR · Find F test statistic using One-Way ANOVA.xls Be sure to enable editing and change values to match your problem. One-Way ANOVA.xls · Find equation of regression line used to predict. To do on Excel, go to a blank worksheet, enter x values in one column and their matching y values in another column. Click Insert – Select Scatterplot. Right click any one of the points (diamonds) on the graph. Left click “Add a Trendline.” Check “Display Equation on Chart” box. Regression equation will appear on chart. Try it here with No. 20 below. Practice Problems Chapter 8 Final Review 1) In which of the following situations is it reasonable to use the z-interval procedure to obtain a confidence interval for the population mean? Assume that the population standard deviation is known. A. n = 10, the data contain no outliers, the variable under consideration is not normally distributed. B. n = 10, the variable under consideration is normally distributed. C. n = 18, the data contain no outliers, the variable under consideration is far from being normally distributed. D. n = 18, the data contain outliers, the variable under consideration is normally distributed. Find the necessary sample size. 2) The weekly earnings of students in one age group are normally distributed with a standard deviation of 10 dollars. A researcher wishes to estimate the mean weekly earnings of students in this age group. Find the sample size needed to assure with 95 percent confidence that the sample mean will not differ from the population mean by more than 2 dollars. Find the specified t-value. 3) For a t-curve with df = 6, find the two t-values that divide the area under the curve into a middle 0.99 area and two outside areas of 0.005. Provide an appropriate response. 4) Under what conditions would you choose to use the t-interval procedure instead of the z-interval procedure in order to obtain a confidence interval for a population mean? What conditions must be satisfied in order to use the t-interval procedure? CHAPTER 8 Answers 1) B 2) 97 3) -3.707, 3.707 4) When the population standard deviation is unknown, the t-interval procedure is used instead of the z-interval procedure. The t-interval procedure works provided that the population is normally distributed or the.