Table B.2 contains data on pharmaceutical product sales. a. Fit an ARIMA model to this time series, excluding the last 10 observations. Investigate model adequacy. Explain how this model would be used...


Table B.2 contains data on pharmaceutical product sales.


a. Fit an ARIMA model to this time series, excluding the last 10 observations. Investigate model adequacy. Explain how this model would be used for forecasting.


b. Forecast the last 10 observations.


c. In Exercise 4.12, you were asked to use simple exponential smoothing with λ = 0.1 to smooth the data, and to forecast the last 10 observations. Compare the ARIMA and exponential smoothing forecasts. Which forecasting method do you prefer?


d. How would prediction intervals be obtained for the ARIMA forecasts?



Exercise 4.12
Table B.2 contains data on pharmaceutical product sales.



TABLE B.2 Pharmaceutical Product Sales




































































































































































































































































































































Sales


(in thousands)





Sales


(in thousands)





Sales


(in thousands)





Sales


(in thousands)



Week



Week



Week



Week





10618.1



31



10334.5



61



10538.2



91



10375.4



2



10537.9



32



10480.1



62



10286.2



92



10123.4



3



10209.3



33



10387.6



63



10171.3



93



10462.7



4



10553.0



34



10202.6



64



10393.1



94



10205.5



5



9934.9



35



10219.3



65



10162.3



95



10522.7



6



10534.5



36



10382.7



66



10164.5



96



10253.2



7



10196.5



37



10820.5



67



10327.0



97



10428.7



8



10511.8



38



10358.7



68



10365.1



98



10615.8



9



10089.6



39



10494.6



69



10755.9



99



10417.3



10



10371.2



40



10497.6



70



10463.6



100



10445.4



11



10239.4



41



10431.5



71



10080.5



101



10690.6



12



10472.4



42



10447.8



72



10479.6



102



10271.8



13



10827.2



43



10684.4



73



9980.9



103



10524.8



14



10640.8



44



10176.5



74



10039.2



104



9815.0



15



10517.8



45



10616.0



75



10246.1



105



10398.5



16



10154.2



46



10627.7



76



10368.0



106



10553.1



17



9969.2



47



10684.0



77



10446.3



107



10655.8



18



10260.4



48



10246.7



78



10535.3



108



10199.1



19



10737.0



49



10265.0



79



10786.9



109



10416.6



20



10430.0



50



10090.4



80



9975.8



110



10391.3



21



10689.0



51



9881.1



81



10160.9



111



10210.1



22



10430.4



52



10449.7



82



10422.1



112



10352.5



23



10002.4



53



10276.3



83



10757.2



113



10423.8



24



10135.7



54



10175.2



84



10463.8



114



10519.3



25



10096.2



55



10212.5



85



10307.0



115



10596.7



26



10288.7



56



10395.5



86



10134.7



116



10650.0



27



10289.1



57



10545.9



87



10207.7



117



10741.6



28



10589.9



58



10635.7



88



10488.0



118



10246.0



29



10551.9



59



10265.2



89



10262.3



119



10354.4



30



10208.3



60



10551.6



90



10785.9



120



10155.4


May 25, 2022
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