A company selling swimming goggles wants to analyze its Australian sales figures.
Time series forecasting with regression was used to generate Excel output to estimate trend and seasonal effects of the time series of Swimming goggle sales (in thousands of dollars) where the origin is the March Quarter 2000 and Q1 denotes sales in the March quarter, Q3 denotes sales in the September quarter and Q4 denotes sales in the December quarter. SUMMARV OUTPUT Regression Stotitics Multiple R R Square Adjusted RSquare Standard Error Observations 0.94600.89500.88643.739454
ANOVA
Regression Residual Total df44953S5837.596003685.16325646522.759259MS1459.413.9829F104.3701 Sgnificance F2.41949E−23
Intercept tQ1Q3Q4 Coefficients 3.05880.251812.46041.145823.9121 Standard Error 1.33310.03271.38971.47211.4403 t Stat 2.29447.70528.96640.778416.6025p-value 0.02610.00000.00000.44010.0000 Lower 95%0.37970.18619.6677−1.812421.0177 Upper 95%5.73780.317515.25304.104126.8064 (a) Write out the regression equations for each of the four quarters.
(b) Sketch the four equations from part (a) on the same set of axes.
(c) Interpret the coefficients on all the indicator variables.
(c) All the indicator variables have positive coefficients. Is this surprising? Explain.
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Fibrocartilage
A type of cartilage with a dense interlacing network of type I collagen fibers, providing strength and flexibility to structures like intervertebral discs.
Meniscus
The curved surface of a liquid in a tube or those fibrocartilaginous structures in the knee joint that reduce friction and absorb shock.
Hyaline
A type of smooth, translucent cartilage found in various parts of the body such as the nose, trachea, and larynx, providing support with some flexibility.