Suppose a four period weighted average is being used to forecast demand. Weights for the periods are: wt-4 = 0.05 wt-3 = 0.15 wt-2 = 0.35 wt-1 = 0.45 Demand observed in the previous four periods was: At-4 = 10245 At-3 = 9800 At-2 = 9796 At-1 = 9714 What will be the demand forecast for period t? (Keep one decimal place in your answer).
Solution :-
Demand forecast for period t
= (Wt-4 * At-4) + (Wt-3 * At-3) + (Wt-2 * At-2) + (Wt-1 * At-1)
= (0.05*10245) + (0.15*9800) + (0.35*9796) + (0.45*9714)
= 512.25 + 1470 + 3428.6 + 4371.3
= 9782.15
DEMAND FORECADT FOR PERIOD T = 9782.2
Suppose a four period weighted average is being used to forecast demand. Weights for the periods...
Suppose a four period weighted average is being used to forecast demand. Weights for the periods are: wt-4 = 0.1 wt-3 = 0.2 wt-2 = 0.35 wt-1 = 0.35 Demand observed in the previous four periods was: At-4 = 15890 At-3 = 14970 At-2 = 14478 At-1 = 14628 What will be the demand forecast for period t? (Keep one decimal place in your answer).
Develop a two-period weighted moving average forecast for periods 12 through 15. Use weights of 0.9 and 0.1, with the most recent observation weighted higher Demand 229 389 461 330 406 Period 10 12 13 Calculate the forecasts for periods 12-15 by using a two-period weighted moving average model (enter your responses rounded to the nearest whole number) Demand 229 389 461 330 Forecast Period 10 12 13 14 406
"The MAD for the forecast developed using a weighted 2-year
moving average with weights of 0.45 and 0.55 = __ miles (round
your response to one decimal place). (Hint: You will have only 3
years of matched data.)"
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