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Given an actual demand of 100, a forecast of 95, and a smoothing constant \(\alpha\) of 0.8, what would be the forecast for the next period using exponential smoothing?

A. 101
B. 97.5
C. 102
D. 99

Answer :

Final answer:

The forecast for the next period using exponential smoothing is 96.

Explanation:

The forecast for the next period using exponential smoothing can be calculated using the formula:

Forecast for next period = Actual demand + a * (Forecast - Actual demand)

Given that the actual demand is 100, the forecast is 95, and the value of a is 0.8, we can plug these values into the formula:

Forecast for next period = 100 + 0.8 * (95 - 100) = 100 + 0.8 * (-5) = 100 + (-4) = 96

Therefore, the forecast for the next period using exponential smoothing is 96.

Learn more about Exponential smoothing here:

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