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|    Message 118,822 of 120,746    |
|    Tom Elam to Alan    |
|    Re: OT: to Hugh H (2/2)    |
|    27 Nov 25 10:32:39    |
      [continued from previous message]              Avg Temp^2/1000 -1.3258 0.0513 -25.8514 0.0000       Avg Temp^3/1000 0.0130 0.0007 19.3185 0.0000       Winter Days Away>9 -0.0088 0.0018 -4.9382 0.0000       Compressor Failure Days 0.0214 0.0028 7.7401 0.0000       New Windows 2020 -0.1103 0.0243 -4.5320 0.0000       Porch Enclosed 2014 -0.1262 0.0238 -5.3112 0.0000       New Water Heater 2017 -0.0652 0.0278 -2.3434 0.0202       New Heat Pump 2024 -0.2033 0.0313 -6.4965 0.0000       May -0.1674 0.0424 -3.9500 0.0001       Jun -0.1616 0.0646 -2.5028 0.0132       Jul -0.1265 0.0783 -1.6148 0.1081       Aug -0.1707 0.0720 -2.3726 0.0187       Sep -0.1653 0.0581 -2.8465 0.0049       Oct -0.1464 0.0366 -3.9997 0.0001       September Outliers -0.2115 0.0608 -3.4781 0.0006                     I was very interested in seeing if new heat pump is more efficient than       the 15 year old unit it replaced. It is, and the result is highly       significant with a t stat of 6.4965.              Plot highlighting new heat pump months:              https://drive.google.com/file/d/1oKlT9dM3pztd2AcI0wYG6ATIXRysLtF       /view?usp=sharing              Note that for any given temperature the green dots for the months with       the new heat pump are all on the low side of the other data points. Many       lie below any dots at that temperature. Thus the highly significant t Stat.              We made other post-2010 improvements and repairs too. Roof replaced,       exterior paint (twice), kitchen appliances replaced, master bath       remodel, one exterior door replaced, water-damaged chimney casing       repaired, ceiling fans added to all 4 bedrooms, all come to mind. No       reason to suspect anything other than the appliances would make a       difference. Appliances did, but not statistically significant. The       exterior door is a garage entry, not a heated area.              Finally, the November regression residual is -0.0122, only 0.3% of the       actual value. The model continues to track the actual use for another       month. Note that I moved the vertical axis from 0 to 2.5 to highlight       the differences between actual and predicted.              https://drive.google.com/file/d/1b1wKGpxpPbuKgRmgUT1xG9UGGy8HVvU       /view?usp=sharing                     Source: Average Temperature: https://www.weather.gov/wrh/climate?wfo=ind              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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