[removed] 325
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[removed] Alpha and Delta
Delta and Gamma
Alpha and Gamma
Std Dev and Mean
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[removed] Large mean values indicate nonautoregressiveness.
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[removed] Ho: r = .05 p < .5
Ho: r = 1 p =.05
Ho: r ≠ 0 p≤.05
Ho: r = 0 p≤.05
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[removed] The estimated value is 80% of the average monthly seasonal estimate.
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[removed] H1: u ≥ $1.258,000 A one-tailed t-test to the left.
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[removed] Time series data of profits by store.
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[removed] Type 2 error
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[removed] The weight cannot be calculated since the data observation is not given.
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[removed] Zero mean with an normal distribution
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[removed] Randomness only occurs for short time periods.
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[removed] Yes. The correlation coefficient is .873 that is greater than .05.
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[removed] Yes, since the residuals randomly vary in magnitude.
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[removed] Winters with a very low seasonal coefficient. Single with a very low trend coefficient.
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[removed] Large amounts of available business data naturally create statistical accuracy.
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[removed] The significance level of the smoothing constants
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[removed] 3 period moving average
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[removed] Yes, since the p value is above the confidence level.
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[removed] Seasonal moving averages and the trend data series.
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[removed]
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[removed] Double Exponential Smoothing (Holt’s)
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[removed] .9 level, .8 trend, .9 seasonal [removed] .9 level, .1 trend, .1 seasonal
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[removed] 22.63
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[removed] 28.1
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[removed] True
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[removed] Quarter 1
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[removed] 65.0
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[removed] No. They still have seasonality. [removed] No. They still have significant cycle. [removed] Yes. They are normally distributed with a near zero mean. [removed] Yes. None of the residuals are significantly autoregressive.
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[removed] The exponential smoothing model forecast is best since it picked up cycle better than the adjusted decomposition forecast and produced more random residuals. [removed] The decomposition forecast is best since it picks up seasonality much better than the exponential smoothing model and produces high Chi-square values. [removed] The exponential smoothing model is best since it has lower error measures than the decomposition model forecast and is, therefore, more accurate. [removed] The decomposition model forecast is best since the forecast is closer to the Hold Out and it produced lower error for the forecast period.
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[removed] True |
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