The regression equation that best describes the relationship between number of hours of exercise per week and HDL choloesterol level (dependent variable) is. Which of the following is WRONG?
1. The estimated HDL cholesterol level for a person who exercises 7 hours per week is 39.06
2. If a person does not exercise at all, his estimated HDL cholesterol level is 54.6
3. The number of hours of exercise per week and HDL cholesterol is negatively associated
4. A person who exercises 6 hours per week has 4.44 units higher HDL cholesterol level than a person who only exercises 4 hours per week.
Here we have correct option is (4)
4. A person who exercises 6 hours per week has 4.44 units higher HDL cholesterol level than a person who only exercises 4 hours per week.
As more time you exercise, the lower will be the cholesterol. in option 4 cholesterol level for a person spending more time is more than for a person spending lesser time. Hence this statement is incorrect.
The regression equation that best describes the relationship between number of hours of exercise per week...
2. Suppose we are interested in the relationship between number of hours of exercise per week and systolic blood pressure in males 50 years of age. A random sample of 10 males 50 years of age is selected. In this analysis, the IV is number of hours of exercise per week and the DV is systolic blood pressure. The data are as follows: X = #hrs of exercise WkY=systolic BPXY 120 4 10 3 3 1 2 2 110 120...
The relationship between hours of exercise per week and GPA has a parabolic shape. That is, increasing exercise first increases GPA, but then, at a certain point, GPA tends to decrease. The variability is roughly the same for all levels of exercise, and responses are independent. Would regression be appropriate? ? no, because the relationship is not linear no, because the slope and the intercept are unknown no, because it is not a designed experiment yes, if GPA is Normally...
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