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The data is the ages and annual paharmace bills (in dollars) of 6 randomly selected employees. Age (x) Pharmacy Bill ($) 41 120 44 130

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The data is the ages and annual paharmace bills (in dollars) of 6 randomly selected employees. Age (x) Pharmacy Bill ($) 41 120 44 130 48 127 51 140 54 152 56 142 mean = 49 mean = 135 st. dev. = 5.8 st. dev. = 12.0 Using the means and standard deviations given in the table, compute the linear correlation coefficient. Round to 2 decimals What is the critical value from table II Based on your results so far, which of the following is correct? Does a linear relationship exist between age and pharmacy bills? O A. Weak relationship because the correlation coefficient is less than the critical value O B. Strong relationship because the correlation coefficient is greater than the critical value O C. Weak relationship because the correlation coefficient is greater than the critical value O D. Strong relationship because the correlation coefficient is less than the critical value Compute the linear regression line. Round to 2 decimals y - hat = x +

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