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Simulation 1
Input the information from the ‘cash flow data’ document into the Cash Flow template. After inputting all information, label this worksheet as ‘year 1 estimate’
o All board members flew first class on planes to Michigan
o One board member rented a limousine from the Detroit airport to Mt. Pleasant
<Both of these expenses were paid>
Simulation 2
The excel spreadsheet has property tax revenue for a locality. In the first worksheet labeled "Property Tax Data" you are given property tax revenue for the years 1980-2006. Based on this data, your job is to estimate property revenue for years 2007-2012 using the Simple Moving Average (SMA) technique, the Transformation Moving Average (TMA) technique, and the Exponential Smoothing Technique (EXS). As a result, you will have three different estimations for property tax revenue for years 2007-2012. These revenue estimations have to be done in excel by using the "excel equation option."
Next, you have to determine which estimation technique generates the most accurate estimate. In the second worksheet labeled "Property Tax Data Actual 1980-2012" you are given the actual property tax data for years 1980-2012. With the actual property tax data from years 2007-2012, calculate the percentage error of both of your estimates annually for years 2007-2012. These percentage error estimations have to be done in excel by using the "excel equation option."
Third, generate three "line charts" (also called scatterplots) in excel that show the actual property tax data compared to the estimated property tax data for years 2007-2012 for the SMA, TMA, AND EXS techniques.
For this simulation, I want you to email me one excel document with: the SMA, TMA, and EXS estimates for years 2007-2012, the percent errors for the SMA, TMA, and EXS estimates for years 2007-2012, and the three line charts showing the SMA estimate compared to the actual property tax data for years 1980-2012, the TMA estimated compared to the actual property tax data for years 1980-2012, and the EXS estimated compared to the actual property tax data for years 1980-2012
Note: In order to do well on this simulation, you should structure your excel document so that I can easily follow your equations and calculations.
Simulation 3
The excel spreadsheet has property tax revenue for a locality. In the first worksheet labeled "Property Tax Data" you are given property tax revenue for the years 1980-2006. Based on this data, your job is to estimate property revenue for years 2007-2012 using the Simple Moving Average (SMA) technique, the Transformation Moving Average (TMA) technique, and the Exponential Smoothing Technique (EXS). As a result, you will have three different estimations for property tax revenue for years 2007-2012. These revenue estimations have to be done in excel by using the "excel equation option."
Next, you have to determine which estimation technique generates the most accurate estimate. In the second worksheet labeled "Property Tax Data Actual 1980-2012" you are given the actual property tax data for years 1980-2012. With the actual property tax data from years 2007-2012, calculate the percentage error of both of your estimates annually for years 2007-2012. These percentage error estimations have to be done in excel by using the "excel equation option."
Third, generate three "line charts" (also called scatterplots) in excel that show the actual property tax data compared to the estimated property tax data for years 2007-2012 for the SMA, TMA, AND EXS techniques.
For this simulation, I want you to email me one excel document with: the SMA, TMA, and EXS estimates for years 2007-2012, the percent errors for the SMA, TMA, and EXS estimates for years 2007-2012, and the three line charts showing the SMA estimate compared to the actual property tax data for years 1980-2012, the TMA estimated compared to the actual property tax data for years 1980-2012, and the EXS estimated compared to the actual property tax data for years 1980-2012
Note: In order to do well on this simulation, you should structure your excel document so that I can easily follow your equations and calculations.
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