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GM 533 Course Project Tips

     Professor Brent Heard
GM 533 Course Project Tips
• Note that I am using a different data set
• These are just ideas
• No guarantee that “this” is what your
  instructor is looking for
• Be creative
• Be innovative
GM 533 Course Project Tips
• Data Set
   – 88 Home Sales
      •   Square footage
      •   # Bedrooms
      •   # Bathrooms
      •   Type of heating system
      •   Style of home (from 3 different)
      •   Garage capacity (# cars)
      •   Age of home (years)
      •   Fireplace (yes or no)
      •   Basement (yes or no)
      •   Price (in thousands)
      •   School District (from 2 different)
GM 533 Course Project Tips
• Approach
   – I will analyze the data first all together
   – By School district
   – By School district (and type of home)
• Specifics
   – Collect descriptive statistics on the set and subsets
   – Perform multiple regression analysis on the set and
     subsets
• Goal
   – Identification of a usable cost model for the
     set/subsets, deciding which is most applicable to best
     predict the price of a comparable home.
GM 533 Course Project Tips
• First Data Set (all)
   – 88 homes
      •   Square footage (Mean = 1735, Std. Dev. = 443.2)
      •   Bedrooms (Mean = 3.6. Std. Dev. =0.72)
      •   Bathrooms (Mean = 2.6, Std. Dev. = 0.56)
      •   Age (Mean = 11.2 years, Std. Dev. = 4.6)
      •   Price (Mean = $96.8K, Std. Dev. = $26.0K)
      •   39 in Eastville School District
           – 22 trilevel, 10 two-story, 7 ranch
      • 49 in Apple Valley School District
           – 11 trilevel, 10 two-story, 28 ranch
GM 533 Course Project Tips
• Multiple regression equation for first data set (all)
• PRICE = -12.4694 + 0.0338868 SQ_FT + 4.71321 BEDS
  + 1.47474 BATHS + 14.4475 GARAGE + 13.2394
  BASEMENT - 1.37587 AGE + 5.17859 FIRE
   – Note that Style, Heat and School variables were treated as
     categorical predictors using the General Regression
     function in Minitab
• Summary of Model
  S = 12.1751 R-Sq = 79.87%       R-Sq(adj) = 78.11%
  PRESS = 15076.0 R-Sq(pred) = 74.41%
GM 533 Course Project Tips
• Second Data Set (Eastville School District)
  – 39 homes
     •   Square footage (Mean = 1627.6, Std. Dev. = 416.7)
     •   Bedrooms (Mean = 3.5. Std. Dev. =0.68)
     •   Bathrooms (Mean = 2.5, Std. Dev. = 0.51)
     •   Age (Mean = 12.3 years, Std. Dev. = 4.3)
     •   Price (Mean = $85.4K, Std. Dev. = $18.8K)
     •   Style of Homes
          – 22 trilevel, 10 two-story, 7 ranch
GM 533 Course Project Tips
• Multiple regression equation for second data set
  (Eastville only)
• PRICE = 26.2142 + 0.0208405 SQ_FT + 1.57542 BEDS +
  5.60204 BATHS + 5.81769 GARAGE + 10.3948
  BASEMENT - 1.68662 AGE + 8.97767 FIRE
   – Note that Style and Heat variables were treated as
     categorical predictors using the General Regression in
     Minitab
• Summary of Model
  S = 8.91921 R-Sq = 81.60%       R-Sq(adj) = 77.45%
  PRESS = 3987.37 R-Sq(pred) = 70.25%
GM 533 Course Project Tips
• Second Data Set (Apple Valley School District)
  – 49 homes
     •   Square footage (Mean = 1821.1, Std. Dev. = 449)
     •   Bedrooms (Mean = 3.7. Std. Dev. =0.75)
     •   Bathrooms (Mean = 2.7, Std. Dev. = 0.57)
     •   Age (Mean = 10.3 years, Std. Dev. = 4.7)
     •   Price (Mean = $106.0K, Std. Dev. = $27.5K)
     •   Style of homes
          – 11 trilevel, 10 two-story, 28 ranch
GM 533 Course Project Tips
• Multiple regression equation for second data set
  (Apple Valley only)
• PRICE = -35.6487 + 0.0445278 SQ_FT + 6.47639 BEDS
  - 3.62598 BATHS + 16.59 GARAGE + 28.9237
  BASEMENT - 0.881061 AGE - 6.61155 FIRE
   – Note that Style and Heat variables were treated as
     categorical predictors using the General Regression in
     Minitab
• Summary of Model
  S = 11.3604 R-Sq = 85.41%       R-Sq(adj) = 82.92%
  PRESS = 9248.79 R-Sq(pred) = 74.50%
GM 533 Course Project Tips
• Third Data Set (Eastville School
  District, trilevel)
  – 22 homes
     •   Square footage (Mean = 1650.6, Std. Dev. = 305.0)
     •   Bedrooms (Mean = 3.5. Std. Dev. =0.67)
     •   Bathrooms (Mean = 2.4, Std. Dev. = 0.50)
     •   Age (Mean = 12.0 years, Std. Dev. = 4.3)
     •   Price (Mean = $80.2K, Std. Dev. = $13.5K)
GM 533 Course Project Tips
• Multiple regression equation for second data set
  (Eastville trilevel only)
• PRICE = 24.3398 + 0.0147668 SQ_FT + 3.44476
  BEDS + 6.08874 BATHS + 6.44227 GARAGE +
  4.07226 BASEMENT - 1.40108 AGE + 8.85074
  FIRE
  – Note that Heat variable was treated as categorical
    predictors using the General Regression in Minitab
• Summary of Model
  S = 8.77049 R-Sq = 71.76%     R-Sq(adj) =
  57.65% PRESS = 2919.42 R-Sq(pred) = 23.45%
GM 533 Course Project Tips
• Fourth Data Set (Eastville School District, two
  story)
  – 10 homes
     •   Square footage (Mean = 1257, Std. Dev. = 399.0)
     •   Bedrooms (Mean = 3.7. Std. Dev. =0.82)
     •   Bathrooms (Mean = 2.2, Std. Dev. = 0.42)
     •   Age (Mean = 15.0 years, Std. Dev. = 3.8)
     •   Price (Mean = $78.8K, Std. Dev. = $16.9K)
GM 533 Course Project Tips
• Multiple regression equation for second data set
  (Eastville two story only)
• PRICE = 44.8562 + 0.0327335 SQ_FT - 1.53464 BEDS +
  6.71405 BATHS - 1.08326 AGE - 0.0602882 FIRE

   – Note that Heat variable was treated as categorical
     predictors using the General Regression in Minitab
• Summary of Model
  S = 4.72808 R-Sq = 96.53%       R-Sq(adj) = 92.19%
  PRESS = 595.740 R-Sq(pred) = 76.87%
GM 533 Course Project Tips
• Fifth Data Set (Eastville School District, ranch)
  – 7 homes
     •   Square footage (Mean = 2085.3, Std. Dev. = 244.8)
     •   Bedrooms (Mean = 3.6. Std. Dev. =0.53)
     •   Bathrooms (Mean = 3.0, Std. Dev. = 0)
     •   Age (Mean = 9.6 years, Std. Dev. = 3.4)
     •   Price (Mean = $110.9K, Std. Dev. = $15.5K)
GM 533 Course Project Tips
• Multiple regression equation for second data set
  (Eastville ranch only)
• PRICE = 171.831 - 0.0357418 SQ_FT + 18.6344 BEDS -
  5.53515 AGE
   – Note that Heat variable was treated as categorical
     predictors using the General Regression in Minitab, also
     that bathrooms and fireplace variable dropped out since
     they were all the same
• Summary of Model
  S = 3.08970 R-Sq = 98.02%       R-Sq(adj) = 96.05%
  PRESS = 158.898 R-Sq(pred) = 89.03%
GM 533 Course Project Tips
• Continue this process for all three styles of homes in
  the Apple Valley School District
• Decide which model or models are the best approach
  for YOU
   – You are the decision maker
• In your report, present the models that represent the
  home prices best, the variables that matter, etc.
• Leave the majority of the analysis work in the
  appendices
• Put complete data set in your Appendices (probably
  first)
GM 533 Course Project Tips
• Decide how you will break your data down
• Describe your data as you separated it (What
  does a typical home look like – use descriptive
  statistics, etc.)
• Present model
• Use your other business knowledge to present
  innovative ideas as to what other factors may
  play a role and that should be considered
GM 533 Course Project Tips
• Include a few graphs in your report
  – Bar Graphs?
  – Pie Charts?
  – Think out of the box
• This is a business report
GM 533 Course Project Tips
• I will be back on Monday evening at the same
  time (in the Week 6 area) to present part of a
  final project that “I think” would work
  – Again please note these are my ideas and that I do
    NOT grade your final project
  – See you Monday evening.

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Gm 533 course project tips

  • 1. GM 533 Course Project Tips Professor Brent Heard
  • 2. GM 533 Course Project Tips • Note that I am using a different data set • These are just ideas • No guarantee that “this” is what your instructor is looking for • Be creative • Be innovative
  • 3. GM 533 Course Project Tips • Data Set – 88 Home Sales • Square footage • # Bedrooms • # Bathrooms • Type of heating system • Style of home (from 3 different) • Garage capacity (# cars) • Age of home (years) • Fireplace (yes or no) • Basement (yes or no) • Price (in thousands) • School District (from 2 different)
  • 4. GM 533 Course Project Tips • Approach – I will analyze the data first all together – By School district – By School district (and type of home) • Specifics – Collect descriptive statistics on the set and subsets – Perform multiple regression analysis on the set and subsets • Goal – Identification of a usable cost model for the set/subsets, deciding which is most applicable to best predict the price of a comparable home.
  • 5. GM 533 Course Project Tips • First Data Set (all) – 88 homes • Square footage (Mean = 1735, Std. Dev. = 443.2) • Bedrooms (Mean = 3.6. Std. Dev. =0.72) • Bathrooms (Mean = 2.6, Std. Dev. = 0.56) • Age (Mean = 11.2 years, Std. Dev. = 4.6) • Price (Mean = $96.8K, Std. Dev. = $26.0K) • 39 in Eastville School District – 22 trilevel, 10 two-story, 7 ranch • 49 in Apple Valley School District – 11 trilevel, 10 two-story, 28 ranch
  • 6. GM 533 Course Project Tips • Multiple regression equation for first data set (all) • PRICE = -12.4694 + 0.0338868 SQ_FT + 4.71321 BEDS + 1.47474 BATHS + 14.4475 GARAGE + 13.2394 BASEMENT - 1.37587 AGE + 5.17859 FIRE – Note that Style, Heat and School variables were treated as categorical predictors using the General Regression function in Minitab • Summary of Model S = 12.1751 R-Sq = 79.87% R-Sq(adj) = 78.11% PRESS = 15076.0 R-Sq(pred) = 74.41%
  • 7. GM 533 Course Project Tips • Second Data Set (Eastville School District) – 39 homes • Square footage (Mean = 1627.6, Std. Dev. = 416.7) • Bedrooms (Mean = 3.5. Std. Dev. =0.68) • Bathrooms (Mean = 2.5, Std. Dev. = 0.51) • Age (Mean = 12.3 years, Std. Dev. = 4.3) • Price (Mean = $85.4K, Std. Dev. = $18.8K) • Style of Homes – 22 trilevel, 10 two-story, 7 ranch
  • 8. GM 533 Course Project Tips • Multiple regression equation for second data set (Eastville only) • PRICE = 26.2142 + 0.0208405 SQ_FT + 1.57542 BEDS + 5.60204 BATHS + 5.81769 GARAGE + 10.3948 BASEMENT - 1.68662 AGE + 8.97767 FIRE – Note that Style and Heat variables were treated as categorical predictors using the General Regression in Minitab • Summary of Model S = 8.91921 R-Sq = 81.60% R-Sq(adj) = 77.45% PRESS = 3987.37 R-Sq(pred) = 70.25%
  • 9. GM 533 Course Project Tips • Second Data Set (Apple Valley School District) – 49 homes • Square footage (Mean = 1821.1, Std. Dev. = 449) • Bedrooms (Mean = 3.7. Std. Dev. =0.75) • Bathrooms (Mean = 2.7, Std. Dev. = 0.57) • Age (Mean = 10.3 years, Std. Dev. = 4.7) • Price (Mean = $106.0K, Std. Dev. = $27.5K) • Style of homes – 11 trilevel, 10 two-story, 28 ranch
  • 10. GM 533 Course Project Tips • Multiple regression equation for second data set (Apple Valley only) • PRICE = -35.6487 + 0.0445278 SQ_FT + 6.47639 BEDS - 3.62598 BATHS + 16.59 GARAGE + 28.9237 BASEMENT - 0.881061 AGE - 6.61155 FIRE – Note that Style and Heat variables were treated as categorical predictors using the General Regression in Minitab • Summary of Model S = 11.3604 R-Sq = 85.41% R-Sq(adj) = 82.92% PRESS = 9248.79 R-Sq(pred) = 74.50%
  • 11. GM 533 Course Project Tips • Third Data Set (Eastville School District, trilevel) – 22 homes • Square footage (Mean = 1650.6, Std. Dev. = 305.0) • Bedrooms (Mean = 3.5. Std. Dev. =0.67) • Bathrooms (Mean = 2.4, Std. Dev. = 0.50) • Age (Mean = 12.0 years, Std. Dev. = 4.3) • Price (Mean = $80.2K, Std. Dev. = $13.5K)
  • 12. GM 533 Course Project Tips • Multiple regression equation for second data set (Eastville trilevel only) • PRICE = 24.3398 + 0.0147668 SQ_FT + 3.44476 BEDS + 6.08874 BATHS + 6.44227 GARAGE + 4.07226 BASEMENT - 1.40108 AGE + 8.85074 FIRE – Note that Heat variable was treated as categorical predictors using the General Regression in Minitab • Summary of Model S = 8.77049 R-Sq = 71.76% R-Sq(adj) = 57.65% PRESS = 2919.42 R-Sq(pred) = 23.45%
  • 13. GM 533 Course Project Tips • Fourth Data Set (Eastville School District, two story) – 10 homes • Square footage (Mean = 1257, Std. Dev. = 399.0) • Bedrooms (Mean = 3.7. Std. Dev. =0.82) • Bathrooms (Mean = 2.2, Std. Dev. = 0.42) • Age (Mean = 15.0 years, Std. Dev. = 3.8) • Price (Mean = $78.8K, Std. Dev. = $16.9K)
  • 14. GM 533 Course Project Tips • Multiple regression equation for second data set (Eastville two story only) • PRICE = 44.8562 + 0.0327335 SQ_FT - 1.53464 BEDS + 6.71405 BATHS - 1.08326 AGE - 0.0602882 FIRE – Note that Heat variable was treated as categorical predictors using the General Regression in Minitab • Summary of Model S = 4.72808 R-Sq = 96.53% R-Sq(adj) = 92.19% PRESS = 595.740 R-Sq(pred) = 76.87%
  • 15. GM 533 Course Project Tips • Fifth Data Set (Eastville School District, ranch) – 7 homes • Square footage (Mean = 2085.3, Std. Dev. = 244.8) • Bedrooms (Mean = 3.6. Std. Dev. =0.53) • Bathrooms (Mean = 3.0, Std. Dev. = 0) • Age (Mean = 9.6 years, Std. Dev. = 3.4) • Price (Mean = $110.9K, Std. Dev. = $15.5K)
  • 16. GM 533 Course Project Tips • Multiple regression equation for second data set (Eastville ranch only) • PRICE = 171.831 - 0.0357418 SQ_FT + 18.6344 BEDS - 5.53515 AGE – Note that Heat variable was treated as categorical predictors using the General Regression in Minitab, also that bathrooms and fireplace variable dropped out since they were all the same • Summary of Model S = 3.08970 R-Sq = 98.02% R-Sq(adj) = 96.05% PRESS = 158.898 R-Sq(pred) = 89.03%
  • 17. GM 533 Course Project Tips • Continue this process for all three styles of homes in the Apple Valley School District • Decide which model or models are the best approach for YOU – You are the decision maker • In your report, present the models that represent the home prices best, the variables that matter, etc. • Leave the majority of the analysis work in the appendices • Put complete data set in your Appendices (probably first)
  • 18. GM 533 Course Project Tips • Decide how you will break your data down • Describe your data as you separated it (What does a typical home look like – use descriptive statistics, etc.) • Present model • Use your other business knowledge to present innovative ideas as to what other factors may play a role and that should be considered
  • 19. GM 533 Course Project Tips • Include a few graphs in your report – Bar Graphs? – Pie Charts? – Think out of the box • This is a business report
  • 20. GM 533 Course Project Tips • I will be back on Monday evening at the same time (in the Week 6 area) to present part of a final project that “I think” would work – Again please note these are my ideas and that I do NOT grade your final project – See you Monday evening.