Question: Use the following problem statement to answer questions 1-6. A manager wants to make annual purchasing plans for gardening items. One of the items the

 Use the following problem statement to answer questions 1-6. A manager
wants to make annual purchasing plans for gardening items. One of the

Use the following problem statement to answer questions 1-6. A manager wants to make annual purchasing plans for gardening items. One of the items the company stocks is Fast-Grow, a liquid fertilizer. The sales of the item are seasonal. Quarterly demand (in cases) for the past two years is shown in the table. The manager knows that the expected sales for Fast-Grow are 1,600 cases for year 3. The actual demands from Quarter 1 of year 1 to Quarter 4 of year 2 are shown in the table below. Use the multiplicative seasonal method to prepare a forecast for each quarter of the year. Round to four decimal places when you calculate all centered averages and seasonal indexes. [Note: Seasonal index =( sales )/( centered average). Four-period centered average =(Dt+Dt+1+Dt+2+Dt+3)/4. Adjusted seasonal index =(( each avg. index )(4))/( sum of avg. indexes)]. What is the two-period centered average for Q3 of year 1 ? 131.6721 135.7500 Use the following problem statement to answer questions 1-6. A manager wants to make annual purchasing plans for gardening items. One of the items the company stocks is Fast-Grow, a liquid fertilizer. The sales of the item are seasonal. Quarterly demand (in cases) for the past two years is shown in the table. The manager knows that the expected sales for Fast-Grow are 1,600 cases for year 3. The actual demands from Quarter 1 of year 1 to Quarter 4 of year 2 are shown in the table below. Use the multiplicative seasonal method to prepare a forecast for each quarter of the year. Round to four decimal places when you calculate all centered averages and seasonal indexes. [Note: Seasonal index =( sales )/( centered average). Four-period centered average =(Dt+Dt+1+Dt+2+Dt+3)/4. Adjusted seasonal index =(( each avg. index )(4))/( sum of avg. indexes)]. What is the two-period centered average for Q3 of year 1 ? 131.6721 135.7500

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