Question: land blackboard.com/ultra/courses/_87964_1/cl/outline QUESTION 7 10 points Save Answer Using the following Data Set, what would be the forecast for period 6 using the exponential smoothing

land blackboard.com/ultra/courses/_87964_1/cl/outline QUESTION 7 10 points Save Answer Using the following Data Set, what would be the forecast for period 6 using the exponential smoothing method? Assume the forecast for period 5 is 14000. Use a smoothing constant of = 0.4 (Choose the closest answer.) Period 1,2,3,4,5,6,7,8,9,10 and corresponding Sales Volume for each period is 10000, 12400, 14250, 15750, 20500, 18500, 15750, 20500, 21500, 22550. 14575 26100 16600 19700 QUESTION 8 10 points Save Answer The equation for a simple linear regression that saw sales averaging $225,000 over the last ten periods, and advertising budgets averaging $3,000 over the last 10 periods is: Y = 3250 + 120x. This indicates that a $1 increase in advertising will increase sales by: $3370 $250 $120 $1875 QUESTIONS 10 points Saved One common Cause-and-Effect Model used is: Regression analysis Click Save and Submit to save and submit. Click Save All Answers to save all answers. Save All Answers Save and Submit earch land blackboard.com/ultra/courses/_87964_1/cl/outline QUESTION 7 10 points Save Answer Using the following Data Set, what would be the forecast for period 6 using the exponential smoothing method? Assume the forecast for period 5 is 14000. Use a smoothing constant of = 0.4 (Choose the closest answer.) Period 1,2,3,4,5,6,7,8,9,10 and corresponding Sales Volume for each period is 10000, 12400, 14250, 15750, 20500, 18500, 15750, 20500, 21500, 22550. 14575 26100 16600 19700 QUESTION 8 10 points Save Answer The equation for a simple linear regression that saw sales averaging $225,000 over the last ten periods, and advertising budgets averaging $3,000 over the last 10 periods is: Y = 3250 + 120x. This indicates that a $1 increase in advertising will increase sales by: $3370 $250 $120 $1875 QUESTIONS 10 points Saved One common Cause-and-Effect Model used is: Regression analysis Click Save and Submit to save and submit. Click Save All Answers to save all answers. Save All Answers Save and Submit earch
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