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Demand Forecasting for the Inner-city Health Center Inner City Health Center is a federally funded health clinic that serves the needs of the inner-city poor.

Demand Forecasting for the Inner-city Health Center

Inner City Health Center is a federally funded health clinic that serves the needs of the inner-city poor. Currently the center is at the end of third-year operation and is preparing its staffing plan for the upcoming year. The federal government requires that the center prepare a budget request each year. The request is based largely on the forecast of the # of Patient Visit for specific services during the next year.

The health center administrator has in the past tried using the last months # of Patient Visit and has also tried using the average of all historical data to predict the next periods # of Patient Visit for the center. Neither of these two techniques has proven satisfactory due to complicated month to month data pattern. They are currently seeking outside helpers to forecast the # of patient visit for the upcoming January year 2016.

The # of patient visit each month in the preceding three years (including the current year) is available In the following Table.

Table. Emergency Service Demand for the Inner-city Health Center

Month

# of patient Visit

Year 2013

Year 2014

Year 2015

Jan.

267

358

486

Feb.

269

383

496

Mar.

301

480

550

Apr.

372

464

578

May

420

496

709

June

485

633

748

July

441

574

655

Aug.

423

533

673

Sept.

360

464

559

Oct.

275

393

567

Nov.

320

354

494

Dec.

233

333

490

Assignment: use Ms. Excel Spreadsheet to do the following. You may copy and paste the data to your Excel Spreadsheet. I would also suggestion that you re-arrange data into a 2-dimension table (Months, #of patient visit). To do so will make your job easier.

  1. Forecast
    1. Use a 4- Month Simple Moving Average Method to forecast the # of the emergency visit from May 2013 to January 2016.
    2. Use a Linear Projection Forecast Method to forecast the # of the emergency visit from January 2013 to January 2016.
    3. Use an Exponential Smoothing Forecast Method, with a = 0.25, to forecast the # of the emergency visit from June 2013 to January 2016. Assume that initial forecast for May 2013 is 450.
  2. Plot One (nice) Chart for Data Series over time (Jan 2013 to Jan 2016):
    1. the historical data series,
    2. the data series of forecasts obtained in 1a), 1b) and 1c).
  3. Use one of forecast Error Measurements, either MAD, or MSE, or MAPE (you choose) to determine which of the forecasts from 1a), 1b) or 1c) provides the best (smallest) forecasting error summary from the given historical data set.
    1. It is important to point out that error comparison of different forecast methods should be done on a Consistent Base. That is, the forecast error comparison for different forecast methods is meaningful only when we compare the forecast error of the Same Range of forecasts.
  4. For the Exponential Smoothing forecast obtained in 1c), use Tracking Signal to monitor the forecast results and draw a conclusion on whether or not the forecasts are Biased, assume C = 3, and -C = -3 to be the control limits of the tracking signal method.
  5. Use the same Forecast Error Measurement you used in question 3), find the best smoothing parameter a (i.e. the a that leads to the smallest forecast error) of Exponential Smoothing Forecast Method.
  6. For the given historical data set,
    1. Based on the data pattern of the three-year data set, one can easily argue that the forecast method used in 1a)-c) are not very good forecast methods. Explain why?.
    2. Propose your own Forecast Method that might be better than the forecast methods 1a) - 1c). Use the Forecast Method proposed to do forecasts from May 2013 to January 2016.
    3. use the Same Forecast Error measurement as you used in part 3) to calculate the forecasting error and, then, compare it with the results you obtained in 1a)- c). Is your method better?

      Demand Forecasting for the Inner-city Health Center

      Inner City Health Center is a federally funded health clinic that serves the needs of the inner-city poor. Currently the center is at the end of third-year operation and is preparing its staffing plan for the upcoming year. The federal government requires that the center prepare a budget request each year. The request is based largely on the forecast of the # of Patient Visit for specific services during the next year.

      The health center administrator has in the past tried using the last months # of Patient Visit and has also tried using the average of all historical data to predict the next periods # of Patient Visit for the center. Neither of these two techniques has proven satisfactory due to complicated month to month data pattern. They are currently seeking outside helpers to forecast the # of patient visit for the upcoming January year 2016.

      The # of patient visit each month in the preceding three years (including the current year) is available In the following Table.

      Table. Emergency Service Demand for the Inner-city Health Center

      Month

      # of patient Visit

      Year 2013

      Year 2014

      Year 2015

      Jan.

      267

      358

      486

      Feb.

      269

      383

      496

      Mar.

      301

      480

      550

      Apr.

      372

      464

      578

      May

      420

      496

      709

      June

      485

      633

      748

      July

      441

      574

      655

      Aug.

      423

      533

      673

      Sept.

      360

      464

      559

      Oct.

      275

      393

      567

      Nov.

      320

      354

      494

      Dec.

      233

      333

      490

      Assignment: use Ms. Excel Spreadsheet to do the following. You may copy and paste the data to your Excel Spreadsheet. I would also suggestion that you re-arrange data into a 2-dimension table (Months, #of patient visit). To do so will make your job easier.

    4. Forecast
      1. Use a 4- Month Simple Moving Average Method to forecast the # of the emergency visit from May 2013 to January 2016.
      2. Use a Linear Projection Forecast Method to forecast the # of the emergency visit from January 2013 to January 2016.
      3. Use an Exponential Smoothing Forecast Method, with a = 0.25, to forecast the # of the emergency visit from June 2013 to January 2016. Assume that initial forecast for May 2013 is 450.
    5. Plot One (nice) Chart for Data Series over time (Jan 2013 to Jan 2016):
      1. the historical data series,
      2. the data series of forecasts obtained in 1a), 1b) and 1c).
    6. Use one of forecast Error Measurements, either MAD, or MSE, or MAPE (you choose) to determine which of the forecasts from 1a), 1b) or 1c) provides the best (smallest) forecasting error summary from the given historical data set.
      1. It is important to point out that error comparison of different forecast methods should be done on a Consistent Base. That is, the forecast error comparison for different forecast methods is meaningful only when we compare the forecast error of the Same Range of forecasts.
    7. For the Exponential Smoothing forecast obtained in 1c), use Tracking Signal to monitor the forecast results and draw a conclusion on whether or not the forecasts are Biased, assume C = 3, and -C = -3 to be the control limits of the tracking signal method.
    8. Use the same Forecast Error Measurement you used in question 3), find the best smoothing parameter a (i.e. the a that leads to the smallest forecast error) of Exponential Smoothing Forecast Method.
    9. For the given historical data set,
      1. Based on the data pattern of the three-year data set, one can easily argue that the forecast method used in 1a)-c) are not very good forecast methods. Explain why?.
      2. Propose your own Forecast Method that might be better than the forecast methods 1a) - 1c). Use the Forecast Method proposed to do forecasts from May 2013 to January 2016.
      3. use the Same Forecast Error measurement as you used in part 3) to calculate the forecasting error and, then, compare it with the results you obtained in 1a)- c). Is your method better?

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