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Extracted text: 4. A question of interest is whether increasing the amount of exercise will decrease blood glucose levels for pre-diabetic adults and if so, in what fashion. A random sample of twenty pre-diabetic adults was obtained. The data below gives the amount of time spent exercising per week (in hours) and the person's blood glucose level (measured in mg/dL). Exercise Time Glucose Level Exercise Time Glucose Levels 4.5 105 1.67 155 3.75 125 150 95 1.5 D 156 2.3 149 6. 98 100 2.92 151 3.5 S 4 118 129 2.08 145 5.5 114 2.5 01 135 6.5 98 1.25 154 4.5 107 3.75 127 7.5 80 a. Which variable is the independent variable?rLEY b. Which variable is the dependent variable?ldsine nsbesgabadi e sidshedidWd. c. Is a linear model appropriate? If so, justify. If not, what type of model, if any, would be most appropriate? bbtohus 5. Answer the following questions about B,: 1a1. What does the symbol B, represent? meansic ruje dricaou ipr erade 2. Does B, always have an interpretation? If not, explain when it does not have an interpretation. 3. If it does have an interpretation, what is the general interpretation of ß,? 4. What is the point estimate for B,? SCS 6. Answer the following questions about B,: 88.1 80.1 a. What does the symbol B, represent? b. Does B, always have an interpretation? If not, explain when it does not have an interpretation. c. If it does have an interpretation, what is the general interpretation of B,? d. What is the point estimate for B,? 30.S 7. Answer the following questions about µy a. What does the symbol uy, represent? 80S 8A E b. What is the point estimate for µy? sldnev.da 8. Consider again the data describing the relationship between weight and blood pressure described in problem 2. Use the data in problem 2 to answer the following questions. a. Find the regression line.Y on H ut os b. Interpret, if possible, the coefficients of the regression line. c. If possible, estimate the average systolic blood pressure for an adult who weighs 165 pounds. d. If possible, estimate the average systolic blood pressure for an adult who weighs 295 pounds.