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3-1 Forecasting
William J. Stevenson
Operations Management
8th edition
Chapter 3: Forecasting
Presented by:
Analyn Arienda
Jessica Lhay Asaña
Twinkle Constantino
3-2 Forecasting
FORECAST:
 A statement about the future value of a variable of
interest such as demand.
 Predictions about the future.
 Two important aspects of forecasts. One is the
expected level of demand; the other is the degree of
accuracy that can be assigned to a forecast (i.e., the
potential size of forecast error).
 Forecasts may be Short range (e.g., an hour, day,
week, or month), or Long range (e.g., the next six
months, the next year, the next five years, or the life of
a product or service)
3-3 Forecasting
Forecasts affect decisions and activities
throughout an organization
 Accounting, finance
 Human resources
 Marketing
 Management Information System
 Operations
 Product / service design
3-4 Forecasting
Accounting Cost/profit estimates
Finance Cash flow and funding
Human Resources Hiring/recruiting/training
Marketing Pricing, promotion, strategy
MIS IT/IS systems, services
Operations Schedules, MRP, workloads
Product/service design New products and services
Uses of Forecasts
3-5 Forecasting
 Assumes causal system
past ==> future
 Forecasts rarely perfect because of
randomness
 Forecasts more accurate for
groups vs. individuals
 Forecast accuracy decreases
as time horizon increases
I see that you will
get an A this semester.
3-6 Forecasting
Elements of a Good Forecast
Timely
AccurateReliable
Written
3-7 Forecasting
Steps in the Forecasting Process
Step 1 Determine purpose of forecast
Step 2 Establish a time horizon
Step 3 Select a forecasting technique
Step 4 Gather and analyze data
Step 5 Prepare the forecast
Step 6 Monitor the forecast
“The forecast”
3-8 Forecasting
Approach in Forecasting
Qualitative
methods consist mainly of subjective inputs,
which often defy precise numerical description. It
involve either the projection of historical data or the
development of associative models that attempt to
utilize causal (explanatory) variables to make a
forecast.
Quantitative
consist mainly of analyzing objective, or hard,
data. They usually avoid personal biases that
sometimes contaminate qualitative methods. In
practice, either approach or a combination of both
approaches might be used to develop a forecast.
3-9 Forecasting
Types of Forecasts
 Judgmental - uses subjective inputs
 Time series - uses historical data
assuming the future will be like the
past
 Associative models - uses
explanatory variables to predict the
future
3-10 Forecasting
Judgmental Forecasts
 Executive opinions
 Sales force opinions
 Consumer surveys
 Outside opinion
 Delphi method
 Opinions of managers and staff
 Achieves a consensus forecast
3-11 Forecasting
Time Series Forecasts
 Trend - long-term movement in data
 Seasonality - short-term regular variations in
data
 Cycle – wavelike variations of more than one
year’s duration
 Irregular variations - caused by unusual
circumstances
 Random variations - caused by chance
3-12 Forecasting
Forecast Variations
Trend
Irregular
variatio
n
Seasonal variations
90
89
88
Figure 3.1
Cycles
3-13 Forecasting
Naive Forecasts
Uh, give me a minute....
We sold 250 wheels last
week.... Now, next week
we should sell....
The forecast for any period equals
the previous period’s actual value.
3-14 Forecasting
 Simple to use
 Virtually no cost
 Quick and easy to prepare
 Data analysis is nonexistent
 Easily understandable
 Cannot provide high accuracy
 Can be a standard for accuracy
Naïve Forecasts
3-15 Forecasting
Example:
Naïve Forecasts
PERIOD ACTUAL
CHANGE FROM
PREVIOUS VALUE
FORECAST
1 50
2 53 3
3 53 + 3 = 56
3-16 Forecasting
Techniques for Averaging
Moving average
Weighted moving average
Exponential smoothing
3-17 Forecasting
Moving Averages
 Moving average – A technique that averages a
number of recent actual values, updated as new
values become available.
 Weighted moving average – More recent values in a
series are given more weight in computing the
forecast.
MAn =
n
Aii = 1

n
3-18 Forecasting
Simple Moving Average
MAn =
n
Aii = 1

n
35
37
39
41
43
45
47
1 2 3 4 5 6 7 8 9 10 11 12
Actual
MA3
MA5
3-19 Forecasting
Exponential Smoothing
• Premise--The most recent observations might
have the highest predictive value.
 Therefore, we should give more weight to the
more recent time periods when forecasting.
Ft = Ft-1 + (At-1 - Ft-1)
3-20 Forecasting
Exponential Smoothing
 Weighted averaging method based on previous
forecast plus a percentage of the forecast error
 A-F is the error term,  is the % feedback
Ft = Ft-1 + (At-1 - Ft-1)
3-21 Forecasting
Period Actual Alpha = 0.1 Error Alpha = 0.4 Error
1 42
2 40 42 -2.00 42 -2
3 43 41.8 1.20 41.2 1.8
4 40 41.92 -1.92 41.92 -1.92
5 41 41.73 -0.73 41.15 -0.15
6 39 41.66 -2.66 41.09 -2.09
7 46 41.39 4.61 40.25 5.75
8 44 41.85 2.15 42.55 1.45
9 45 42.07 2.93 43.13 1.87
10 38 42.36 -4.36 43.88 -5.88
11 40 41.92 -1.92 41.53 -1.53
12 41.73 40.92
Example 3 - Exponential Smoothing
3-22 Forecasting
Picking a Smoothing Constant
35
40
45
50
1 2 3 4 5 6 7 8 9 10 11 12
Period
Demand
 .1
.4
Actual
3-23 Forecasting
Common Nonlinear Trends
Parabolic
Exponential
Growth
Figure 3.5
3-24 Forecasting
Linear Trend Equation
 Ft = Forecast for period t
 t = Specified number of time periods
 a = Value of Ft at t = 0
 b = Slope of the line
Ft = a + bt
0 1 2 3 4 5 t
Ft
3-25 Forecasting
Calculating a and b
b =
n (ty) - t y
n t2 - ( t)2
a =
y - b t
n



3-26 Forecasting
Linear Trend Equation Example
t y
Week t2
Sales ty
1 1 150 150
2 4 157 314
3 9 162 486
4 16 166 664
5 25 177 885
 t = 15 t2
= 55  y = 812  ty = 2499
(t)
2
= 225
3-27 Forecasting
Linear Trend Calculation
y = 143.5 + 6.3t
a =
812 - 6.3(15)
5
=
b =
5 (2499) - 15(812)
5(55) - 225
=
12495-12180
275-225
= 6.3
143.5
3-28 Forecasting
Associative Forecasting
 Predictor variables - used to predict values of
variable interest
 Regression - technique for fitting a line to a set
of points
 Least squares line - minimizes sum of squared
deviations around the line
3-29 Forecasting
Linear Model Seems Reasonable
A straight line is fitted to a set of sample points.
0
10
20
30
40
50
0 5 10 15 20 25
X Y
7 15
2 10
6 13
4 15
14 25
15 27
16 24
12 20
14 27
20 44
15 34
7 17
Computed
relationship
3-30 Forecasting
Forecast Accuracy
 Error - difference between actual value and predicted
value
 Mean Absolute Deviation (MAD)
 Average absolute error
 Mean Squared Error (MSE)
 Average of squared error
 Mean Absolute Percent Error (MAPE)
 Average absolute percent error
3-31 Forecasting
MAD, MSE, and MAPE
MAD =
Actual forecast
n
MSE =
Actual forecast)
-1
2

n
(
MAPE =
Actual forecas
t

n
/ Actual*100)(
3-32 Forecasting
Example 10
Period Actual Forecast (A-F) |A-F| (A-F)^2 (|A-F|/Actual)*100
1 217 215 2 2 4 0.92
2 213 216 -3 3 9 1.41
3 216 215 1 1 1 0.46
4 210 214 -4 4 16 1.90
5 213 211 2 2 4 0.94
6 219 214 5 5 25 2.28
7 216 217 -1 1 1 0.46
8 212 216 -4 4 16 1.89
-2 22 76 10.26
MAD= 2.75
MSE= 10.86
MAPE= 1.28
3-33 Forecasting
Controlling the Forecast
 Control chart
 A visual tool for monitoring forecast errors
 Used to detect non-randomness in errors
 Forecasting errors are in control if
 All errors are within the control limits
 No patterns, such as trends or cycles, are
present
3-34 Forecasting
Sources of Forecast errors
 Model may be inadequate
 Irregular variations
 Incorrect use of forecasting technique
3-35 Forecasting
Tracking Signal
Tracking signal =
(Actual-forecast)
MAD

•Tracking signal
–Ratio of cumulative error to MAD
Bias – Persistent tendency for forecasts to be
Greater or less than actual values.
3-36 Forecasting
Choosing a Forecasting Technique
 No single technique works in every situation
 Two most important factors
 Cost
 Accuracy
 Other factors include the availability of:
 Historical data
 Computers
 Time needed to gather and analyze the data
 Forecast horizon
3-37 Forecasting
Exponential Smoothing
3-38 Forecasting
Linear Trend Equation
3-39 Forecasting
Simple Linear Regression
3-40 Forecasting
Workload/Scheduling
SSU9
United Airlines example
3-41 Forecasting
Thank you! 

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Operations Forecasting Techniques

  • 1. 3-1 Forecasting William J. Stevenson Operations Management 8th edition Chapter 3: Forecasting Presented by: Analyn Arienda Jessica Lhay Asaña Twinkle Constantino
  • 2. 3-2 Forecasting FORECAST:  A statement about the future value of a variable of interest such as demand.  Predictions about the future.  Two important aspects of forecasts. One is the expected level of demand; the other is the degree of accuracy that can be assigned to a forecast (i.e., the potential size of forecast error).  Forecasts may be Short range (e.g., an hour, day, week, or month), or Long range (e.g., the next six months, the next year, the next five years, or the life of a product or service)
  • 3. 3-3 Forecasting Forecasts affect decisions and activities throughout an organization  Accounting, finance  Human resources  Marketing  Management Information System  Operations  Product / service design
  • 4. 3-4 Forecasting Accounting Cost/profit estimates Finance Cash flow and funding Human Resources Hiring/recruiting/training Marketing Pricing, promotion, strategy MIS IT/IS systems, services Operations Schedules, MRP, workloads Product/service design New products and services Uses of Forecasts
  • 5. 3-5 Forecasting  Assumes causal system past ==> future  Forecasts rarely perfect because of randomness  Forecasts more accurate for groups vs. individuals  Forecast accuracy decreases as time horizon increases I see that you will get an A this semester.
  • 6. 3-6 Forecasting Elements of a Good Forecast Timely AccurateReliable Written
  • 7. 3-7 Forecasting Steps in the Forecasting Process Step 1 Determine purpose of forecast Step 2 Establish a time horizon Step 3 Select a forecasting technique Step 4 Gather and analyze data Step 5 Prepare the forecast Step 6 Monitor the forecast “The forecast”
  • 8. 3-8 Forecasting Approach in Forecasting Qualitative methods consist mainly of subjective inputs, which often defy precise numerical description. It involve either the projection of historical data or the development of associative models that attempt to utilize causal (explanatory) variables to make a forecast. Quantitative consist mainly of analyzing objective, or hard, data. They usually avoid personal biases that sometimes contaminate qualitative methods. In practice, either approach or a combination of both approaches might be used to develop a forecast.
  • 9. 3-9 Forecasting Types of Forecasts  Judgmental - uses subjective inputs  Time series - uses historical data assuming the future will be like the past  Associative models - uses explanatory variables to predict the future
  • 10. 3-10 Forecasting Judgmental Forecasts  Executive opinions  Sales force opinions  Consumer surveys  Outside opinion  Delphi method  Opinions of managers and staff  Achieves a consensus forecast
  • 11. 3-11 Forecasting Time Series Forecasts  Trend - long-term movement in data  Seasonality - short-term regular variations in data  Cycle – wavelike variations of more than one year’s duration  Irregular variations - caused by unusual circumstances  Random variations - caused by chance
  • 13. 3-13 Forecasting Naive Forecasts Uh, give me a minute.... We sold 250 wheels last week.... Now, next week we should sell.... The forecast for any period equals the previous period’s actual value.
  • 14. 3-14 Forecasting  Simple to use  Virtually no cost  Quick and easy to prepare  Data analysis is nonexistent  Easily understandable  Cannot provide high accuracy  Can be a standard for accuracy Naïve Forecasts
  • 15. 3-15 Forecasting Example: Naïve Forecasts PERIOD ACTUAL CHANGE FROM PREVIOUS VALUE FORECAST 1 50 2 53 3 3 53 + 3 = 56
  • 16. 3-16 Forecasting Techniques for Averaging Moving average Weighted moving average Exponential smoothing
  • 17. 3-17 Forecasting Moving Averages  Moving average – A technique that averages a number of recent actual values, updated as new values become available.  Weighted moving average – More recent values in a series are given more weight in computing the forecast. MAn = n Aii = 1  n
  • 18. 3-18 Forecasting Simple Moving Average MAn = n Aii = 1  n 35 37 39 41 43 45 47 1 2 3 4 5 6 7 8 9 10 11 12 Actual MA3 MA5
  • 19. 3-19 Forecasting Exponential Smoothing • Premise--The most recent observations might have the highest predictive value.  Therefore, we should give more weight to the more recent time periods when forecasting. Ft = Ft-1 + (At-1 - Ft-1)
  • 20. 3-20 Forecasting Exponential Smoothing  Weighted averaging method based on previous forecast plus a percentage of the forecast error  A-F is the error term,  is the % feedback Ft = Ft-1 + (At-1 - Ft-1)
  • 21. 3-21 Forecasting Period Actual Alpha = 0.1 Error Alpha = 0.4 Error 1 42 2 40 42 -2.00 42 -2 3 43 41.8 1.20 41.2 1.8 4 40 41.92 -1.92 41.92 -1.92 5 41 41.73 -0.73 41.15 -0.15 6 39 41.66 -2.66 41.09 -2.09 7 46 41.39 4.61 40.25 5.75 8 44 41.85 2.15 42.55 1.45 9 45 42.07 2.93 43.13 1.87 10 38 42.36 -4.36 43.88 -5.88 11 40 41.92 -1.92 41.53 -1.53 12 41.73 40.92 Example 3 - Exponential Smoothing
  • 22. 3-22 Forecasting Picking a Smoothing Constant 35 40 45 50 1 2 3 4 5 6 7 8 9 10 11 12 Period Demand  .1 .4 Actual
  • 23. 3-23 Forecasting Common Nonlinear Trends Parabolic Exponential Growth Figure 3.5
  • 24. 3-24 Forecasting Linear Trend Equation  Ft = Forecast for period t  t = Specified number of time periods  a = Value of Ft at t = 0  b = Slope of the line Ft = a + bt 0 1 2 3 4 5 t Ft
  • 25. 3-25 Forecasting Calculating a and b b = n (ty) - t y n t2 - ( t)2 a = y - b t n   
  • 26. 3-26 Forecasting Linear Trend Equation Example t y Week t2 Sales ty 1 1 150 150 2 4 157 314 3 9 162 486 4 16 166 664 5 25 177 885  t = 15 t2 = 55  y = 812  ty = 2499 (t) 2 = 225
  • 27. 3-27 Forecasting Linear Trend Calculation y = 143.5 + 6.3t a = 812 - 6.3(15) 5 = b = 5 (2499) - 15(812) 5(55) - 225 = 12495-12180 275-225 = 6.3 143.5
  • 28. 3-28 Forecasting Associative Forecasting  Predictor variables - used to predict values of variable interest  Regression - technique for fitting a line to a set of points  Least squares line - minimizes sum of squared deviations around the line
  • 29. 3-29 Forecasting Linear Model Seems Reasonable A straight line is fitted to a set of sample points. 0 10 20 30 40 50 0 5 10 15 20 25 X Y 7 15 2 10 6 13 4 15 14 25 15 27 16 24 12 20 14 27 20 44 15 34 7 17 Computed relationship
  • 30. 3-30 Forecasting Forecast Accuracy  Error - difference between actual value and predicted value  Mean Absolute Deviation (MAD)  Average absolute error  Mean Squared Error (MSE)  Average of squared error  Mean Absolute Percent Error (MAPE)  Average absolute percent error
  • 31. 3-31 Forecasting MAD, MSE, and MAPE MAD = Actual forecast n MSE = Actual forecast) -1 2  n ( MAPE = Actual forecas t  n / Actual*100)(
  • 32. 3-32 Forecasting Example 10 Period Actual Forecast (A-F) |A-F| (A-F)^2 (|A-F|/Actual)*100 1 217 215 2 2 4 0.92 2 213 216 -3 3 9 1.41 3 216 215 1 1 1 0.46 4 210 214 -4 4 16 1.90 5 213 211 2 2 4 0.94 6 219 214 5 5 25 2.28 7 216 217 -1 1 1 0.46 8 212 216 -4 4 16 1.89 -2 22 76 10.26 MAD= 2.75 MSE= 10.86 MAPE= 1.28
  • 33. 3-33 Forecasting Controlling the Forecast  Control chart  A visual tool for monitoring forecast errors  Used to detect non-randomness in errors  Forecasting errors are in control if  All errors are within the control limits  No patterns, such as trends or cycles, are present
  • 34. 3-34 Forecasting Sources of Forecast errors  Model may be inadequate  Irregular variations  Incorrect use of forecasting technique
  • 35. 3-35 Forecasting Tracking Signal Tracking signal = (Actual-forecast) MAD  •Tracking signal –Ratio of cumulative error to MAD Bias – Persistent tendency for forecasts to be Greater or less than actual values.
  • 36. 3-36 Forecasting Choosing a Forecasting Technique  No single technique works in every situation  Two most important factors  Cost  Accuracy  Other factors include the availability of:  Historical data  Computers  Time needed to gather and analyze the data  Forecast horizon