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Problem 3-26 The following table shows the past two years of quarterly sales information Assume that there are both trend and
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Using linear regression in excel,we calculate the trend forecast for quarters 9-12 as,

Using excel for performing regression with sales as the dependent variable and quarter as independent variables.

In excel ,go to data tab-->data analysis and select regression

In the regression dialog select the sales values as Y range and quarter values as X range and click OK.

We get the regression output with coefficients of quarter and intercept .

The trend equation is Sales =Intercept+Coefficient of quarter*quarter

Trend forecast =157.428+7.154*quarter

Trend forecast for quarter 9=157.428+7.154*quarter=157.428+7.154*9=221.821

Similarly for other quarters as well.

B11 f =$E$6+$E$7*A11 А B с D E F G H J K L 1 2 Quarter Sales ? X 3 1 162 Regression Input Input Y Range: 4 2 199 OK $B$2:$B$1

Next,we calculate the seasonal factors as shown below :

Average of Quarter 1=AVERAGE(B2:C2)=189

Similarly we calculate the average of year 1 and year 2 for other quarters.

Overall average=AVERAGE(D2:D5)=189.6

Seasonal factor of quarter 1=Average of quarter 1/Overall average=D2/$D$6=0.997

Year 3 forecast(quarter 9)=E2*F2=221

Year 3 forecast(quarter 10)=E3*F3=264

Year 3 forecast(quarter 11)=E4*F4=226

Year 3 forecast(quarter 12)=E5*F5=217

Calculations are as shown below:

E2 foc =D2/$D$6 A B с D E F G 1 Quarter Year 1 Year 2 Average Seasonal index Trend forecast Year 3 forecast 2 1 162 216 189.0

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