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Explain where and how all these numbers in the SUMMARY OUTPUT come from. Also, how all these numbers are related to each other? A Outside

Explain where and how all these numbers in the SUMMARY OUTPUT come from. Also, how all these numbers are related to each other? 

Variation in Residuals Same for Large and Small y Values 

A Outside Temp 35 29 36 60 65 30 10 7 21 55 54 48 20 39 60 20 58 40 27 30 B Insulation 3 4 7 6 5 5 6 10 9 2 12 5 5 4 8 5 7 8 9 C Age of heater 6 10 3 9 6 5 7 10 11 5 4 1 15 7 6 8 31 11 8 5 D Cost of heating 250 360 165 43 92 200 355 290 230 120 73 205 400 320 72 272 94 190 235 139 E F G H SUMMARY OUTPUT Multiple R R Square Adjusted R Square Standard Error Observations ANOVA Regression Statistics Regression Residual Total Intercept Outside Temp Insulation Age of heater 0.896755299 0.804170066 0.767451954 51.04855358 df Coefficients 20 3 16 19 427.1938033 -4.582662626 -14.83086269 6.101032061 K SS L M MS F 171220.4728 57073.49 21.901182 41695.27717 2605.955 212915.75 N Standard Error t Stat P-value 59.60142931 7.167509 2.238E-06 0.772319353 -5.93364 2.1E-05 4.754412281 -3.11939 0.006606 4.012120166 1.52065 0.1478625 Variation in Residuals Same for Large and Small y Values Significance F 6.56178E-06 O Lower 95% 300.8444175 -6.219906516 -24.90976648 -2.404282741 P Q Upper 95% Lower 95.0% Upper 95.0% 553.5431892 300.8444175 553.5431892 -2.945418736 -6.219906516 -2.945418736 -4.751958899 -24.90976648 -4.751958899 14.60634686 -2.404282741 14.60634686 R

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