Given forecast errors of -5, -10, and +15, the MAPE is:
Question 16 options:
30 |
|
225 |
|
0 |
|
175 |
|
there isn't enough data to calculate this value |
The answer is there is not enough data to calculate this value
MAPE = Sum of the absolute percentage errors for all the periods / number of periods
Where,
absolute percentage error= (absolute error/actual value) 100
So to calculate MAPE we need absolute percentage errors for all the periods and to calculate the absolute percentage error for a period we need the actual value for that period which is not given in this problem. So there is not enough data to calculate this value.
Given forecast errors of -5, -10, and +15, the MAPE is: Question 16 options: 30 225...
given forecast errors of -5, -10 and +15 the mean absolute deviation (MAD) is 5) _ 5) Given forecast errors of -5, -10, and +15, the Mean Absolute Deviation (MAD) is: B) 30. C) 175 D) 0. E) 225 A) 10.
Given forecast errors of -22, -10, and +15, the MAD is: 0-1 175 47 15.67 0
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