As one would expect, the greater the variability in a given variable the higher the elasticity, especially when the variables either measure purchasing power as pi does directly or how the variables stock, and index of consumer sentiment also are shown as a result of their large variances. Taking a step back from the statistical analysis and thinking logically about this, elasticity would be defined by the level of car stocks or inventories on hand, customer attitudes and behaviors and the amount of money they had to spend. These three variables delivered a 75% R2 correlation coefficient. Elasticity is a function of price and demand so these series of relationships make sense.
Forecasting
The first step in completing a forecast is to define the confidence intervals. Both 90% and 95% confidence intervals are typically chosen, for purposes of this exercise the latter figure, 95% has been selected. A 95% confidence interval ensures statistically significant results and a higher level of reliability when applying the results. Presented below are the results of a one-tailed Z-Test and t-test for confidence intervals based on the dependent variable unitsales.
Confidence Interval for Mean using Z. from Infinite Population or with Replacement
Lower limit =
Upper Limit =
Margin for Error (Half Width) =
Sample Mean =
Standard Deviation =
Confidence Interval =
Sample Size =
Confidence Interval for Mean using t from Infinite Population or with Replacement
Lower limit =
Upper Limit =
Margin for Error (Half Width) =
Sample Mean =
Sample Standard Deviation =
Confidence Interval =
Sample Size =
The fact that both of these tests show minimal differences between Upper and Lower Limits indicates the data has slight variability, as is shown by the standard deviation being 1.1976. This shows little variability across the sample data.
Forecasting unit sales of automobiles can be accomplished using a wide variety of techniques. Using Winter's Model for exponential smoothing as interpreted by the KADD Microsoft Excel add-on statistical tool generates the following forecast for the variable unitsales.
UnitSales forecast for the next four quarters using the Winters Method of Exponent Smoothing from KADD using a smoothing constraint of.2 for alpha,.2 for beta,.2 for gamma, for four periods delivers the following forecast:
UnitSales (Projected for 2005)
Q1, 2005 11,453,000
Q2, 2005 11,290,200
Q3, 2005 11,203,200
Q4, 2005 10,772,300
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