Which line fits the data graphed * below? Choose None of the lines fit the data L For the data set below predict y for * x = 10 using regression equation. Round off your final answer to 2 decimal places. Your answer Which line fits the data graphed * below? Choose None of the lines fit the data _I Which line fits the data graphed * below? Choose A [ B * 9 [C i None of the lines fit the data A small company is interested in * analyzing the effects of advertising on its sales. Over a 5-month period, it finds the following result. Determine the slope of the regression equation. Money spent on Sales (y) X advertising(x) 5 6 8 15 10 20 15 30 22 39 Choose 1.89 raphed * 2.1 1.5 0.44Which line fits the data graphed * below? | Choose None of the lines fit the data L For the data set below predict y for * x = 12 using regression equation. Round off your final answer to 2 decimal places. Your answer For the data set below calculate the * linear regression equation. Choose 5; = 3.7-1.1x h 3 6 1 8 ested in * = . - . X y advertising A 3 8 1 3 nth period, = . - . x y llt. at of the )7: 3.9+1.6x A small company is interested in * analyzing the effects of advertising on its sales. Over a 5-month period, it finds the following result. Determine the y-intercept of the regression equation. Money spent on Sales (y) X advertising(x) 5 6 8 15 10 20 15 30 22 39 Choose -2.5 * 0.155 ested in advertising 1.51 nth period, alt. -0.79 ssionA small company is interested in * analyzing the effects of advertising on its sales. Over a 5-month period, it finds the following result. Determine the the regression equation. Money spent on Sales (y) X advertising(x) 5 6 8 15 10 20 15 30 22 39 Choose y = -0.79+1.89x y = 0.79+1.89x alculate the * n. y = -0.68-1.89x X y = 0.68-1.89xFor the data set below calculate the * linear regression equation. X X C O W N 11 Choose y = -3.7+1.1x y = -3.7-1.1x etermine * y = 3.7-1.1x X y = 3.7+1.1xFor the data set below determine * the slope. X X ON W O 2 Choose n -1.8 -3.1 Page 3 of 3 Clear form 5.1 Neve bogle Forms. 1.4 Department of