Forecasting and Productivity Lecture Notes

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A set of vocabulary flashcards covering qualitative and quantitative forecasting methods, time series components, error metrics, and productivity formulas.

Last updated 3:47 AM on 6/30/26
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77 Terms

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Qualitative Forecasting

A primary category of forecasting methods that includes techniques like jury of executive opinion, the Delphi method, and sales force composite.

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Quantitative Forecasting

A primary category of forecasting methods subdivided into Time Series and Regression Methods.

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Jury of executive opinion

A qualitative forecasting method involving a group of high-level experts or managers.

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Delphi method

A qualitative forecasting method using a series of questionnaires to achieve a consensus among experts.

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Sales force composite

A qualitative forecasting method relying on estimates provided by sales personnel regarding their specific regions.

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Time series

A forecasting technique that uses a series of past data points to predict the future.

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Regression Methods

Quantitative forecasting techniques including linear regression and multiple regression.

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Trend

The underlying pattern of growth or decline in a time series.

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Cyclical patterns

Time series components describing regular patterns in data that occur over long periods of time.

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Random variation (noise)

The unexplained deviation from a predictable pattern in time series data.

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Seasonal patterns

Time series components consisting of repeatable periods of ups and downs over short periods of time.

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Naïve forecast

A simple forecasting method where the forecast for any period equals the previous period's actual value.

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Moving Average (MAMA)

A short-term forecasting method calculated using the formula: MA(n)=Demand in previous n periodsnMA(n) = \frac{\sum \text{Demand in previous } n \text{ periods}}{n}.

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Weighted Moving Average (WMA)

A forecasting technique that assigns more weight to specific values, usually the most recent past data points, using the formula: WMA=(Weight for period n)(Demand in period n)Weights\text{WMA} = \frac{\sum (\text{Weight for period } n)(\text{Demand in period } n)}{\sum \text{Weights}}.

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Exponential Smoothing

A weighted moving average technique where data points are weighted by an exponential function using the formula: Ft=Ft1+α(At1Ft1)F_t = F_{t-1} + \alpha(A_{t-1} - F_{t-1}).

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Smoothing constant (α\alpha)

A parameter in exponential smoothing where 0α10 \le \alpha \le 1. A value closer to zero results in slower adjustments and greater smoothing.

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Error term

In forecasting, the value represented by (AF)(A - F), or Actual minus Forecast.

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Mean Absolute Deviation (MAD)

A forecast error metric calculated as: MAD=ActualForecastn\text{MAD} = \frac{\sum |\text{Actual} - \text{Forecast}|}{n}.

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Mean Squared Error (MSE)

A forecast error metric calculated as: MSE=(ActualForecast)2n\text{MSE} = \frac{\sum (\text{Actual} - \text{Forecast})^2}{n}.

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Mean Absolute Percentage Error (MAPE)

A metric used in forecast error analysis to determine the accuracy of a forecasting model.

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Labor Productivity

A productivity measure calculated as: Labor Productivity=Units of OutputLabor Input (e.g., man-hours)\text{Labor Productivity} = \frac{\text{Units of Output}}{\text{Labor Input (e.g., man-hours)}}.

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Machine Productivity

A productivity measure calculated as: Machine Productivity=Units of OutputMachine Time\text{Machine Productivity} = \frac{\text{Units of Output}}{\text{Machine Time}}.

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Multifactor Productivity

A productivity measure calculated as: Multifactor Productivity=OutputLabor+Materials+Overhead\text{Multifactor Productivity} = \frac{\text{Output}}{\text{Labor} + \text{Materials} + \text{Overhead}}.

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Productivity Growth

The rate of change in productivity calculated as: Productivity Growth=Current ProductivityPrevious ProductivityPrevious Productivity\text{Productivity Growth} = \frac{\text{Current Productivity} - \text{Previous Productivity}}{\text{Previous Productivity}}.

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Mission

The element at the top of the organizational hierarchy that guides goals.

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Organizational Hierarchy

The top-to-bottom order of planning: Mission, Goals, Organizational strategies, and Tactics.

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Time Series Decomposition

Analyzing a data series by breaking it into components such as trend, cycle, noise, and seasonality to project them forward.

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What are the two primary categories of basic forecasting methods?
Qualitative and Quantitative methods.
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Which qualitative forecasting method involves a group of high-level experts or managers?
Jury of executive opinion.
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Which qualitative forecasting method uses a series of questionnaires to achieve a consensus among experts?
Delphi method.
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What qualitative forecasting method relies on the estimates provided by sales personnel regarding their specific regions?
Sales force composite.
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What are the two sub-categories of quantitative forecasting methods?
Time Series and Regression Methods.
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List five examples of time series forecasting methods?
Naïve, Moving averages, Weighted averages, Exponential smoothing, and Trend projection.
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What are the two common types of regression methods used in forecasting?
Linear regression and Multiple regression.
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The forecasting technique that uses a series of past data points to predict the future is known as _____.
Time series
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What are the four components typically identified in a time series decomposition?
Trend, Cyclical patterns, Random variation (noise), and Seasonal patterns.
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In time series analysis, what is defined as the underlying pattern of growth or decline?
Trend
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What time series component describes regular patterns in data that occur over long periods of time?
Cyclical patterns.
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What is the term for the unexplained deviation from a predictable pattern in time series data?
Random variation (or noise)
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What time series component consists of repeatable periods of ups and downs over short periods of time?
Seasonal patterns.
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According to the common seasonality patterns table, how many "seasons" are in a month if the season length is a week?
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How many "seasons" are identified in a year when the period length is a year and the season length is a month?
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Why can statistical methods alone fail to produce accurate practical forecasts?
They cannot account for external factors like sales promotions, natural disasters, or competitive strategies.
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What is the first step in developing a practical forecast?
Understand the purpose, time horizon, and level of aggregation.
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According to the Naïve forecast method, the forecast for any period equals the .
previous period's actual value
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What is one primary benefit of using a Naïve forecast?
It is simple and quick to prepare with virtually no cost.
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Moving Average (MA) methods are most effective for what type of planning horizon?
Short planning horizons.
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In a Moving Average forecast, how does increasing the number of periods ($n$) affect the forecast's response to recent data changes?
The forecast reacts more slowly to recent changes.
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What is the formula for a Moving Average ($MA$) for $n$ periods?
MA(n) = $\sum$ Demand in previous n periods / n
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What is the primary difference between a simple Moving Average and a Weighted Moving Average (WMA)?
WMA assigns more weight to specific values (usually recent ones) rather than treating them equally.
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In a Weighted Moving Average, which data points are generally given higher weighting?
The most recent past data points.
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What is the formula for calculating a Weighted Moving Average?
WMA = $\sum$ (Weight for period n)(Demand in period n) / $\sum$ Weights
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How is Exponential Smoothing defined as a forecasting technique?
A weighted moving average technique where data points are weighted by an exponential function.
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What is the formula for Exponential Smoothing to find the new forecast for period $t$ ($F_t$)?
F_t = F{t-1} + $\alpha$(A{t-1} - F{t-1})
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In the exponential smoothing formula, what does the symbol $\alpha$ represent?
The smoothing constant.
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In forecasting, what does the term $(A - F)$ represent?
The error term (Actual minus Forecast).
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If a starting forecast is not provided for exponential smoothing, what is the standard assumption for $F_1$?
F_1 = A_1 (the first period's actual demand).
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What happens to the exponential smoothing forecast if the smoothing constant $\alpha$ is set to 0?
The forecast does not reflect recent data and stays equal to the previous forecast (F_t = F{t-1}).
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What happens to the exponential smoothing forecast if the smoothing constant $\alpha$ is set to 1?
The forecast becomes identical to the previous period's actual demand (F_t = A{t-1}).
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When choosing a smoothing constant $\alpha$, what is the result of a value closer to zero?
The forecast adjusts slower to errors, providing greater smoothing.
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What is the general objective when selecting a forecasting model or technique?
To obtain the most accurate forecast, typically identified by the lowest forecast error.
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What does the metric MAD stand for in forecast error analysis?
Mean Absolute Deviation
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How is Mean Absolute Deviation (MAD) calculated?
MAD = $\sum$ |Actual - Forecast| / n
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What does the metric MSE stand for in forecast error analysis?
Mean Squared Error
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How is Mean Squared Error (MSE) calculated?
MSE = $\sum$ (Actual - Forecast)^2 / n
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What does the metric MAPE stand for in forecast error analysis?
Mean Absolute Percentage Error
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How is labor productivity calculated?
Labor Productivity = Units of Output / Labor Input (e.g., man-hours)
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How is machine productivity calculated?
Machine Productivity = Units of Output / Machine Time
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What is the formula for Multifactor Productivity?
Multifactor Productivity = Output / (Labor + Materials + Overhead)
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What is the formula for Productivity Growth?
Productivity Growth = (Current Productivity - Previous Productivity) / Previous Productivity
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According to the organizational hierarchy in Chapter 2, what sits at the top and guides goals?
Mission
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Place the following in the correct hierarchical order from top to bottom: Tactics, Goals, Mission, Organizational strategies.
Mission, Goals, Organizational strategies, Tactics.
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Concept: Time Series Decomposition
Definition: Analyzing a data series by breaking it into components (trend, cycle, noise, seasonality) and projecting them forward.
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In the context of Moving Averages, what does the variable $n$ represent?
The number of periods or data points included in the average.
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What is the range of possible values for the smoothing constant $\alpha$ in exponential smoothing?
0 $\le$ $\alpha$ $\le$ 1
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What is the primary goal of using 'Weights' in a Weighted Moving Average forecast?
To make more recent data more significant in the calculation.
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If 4 workers installed 720 square yards of carpet in 8 hours, what is the labor productivity per worker-hour?
22.5 square yards per worker-hour (720 / (4 x 8)).