Suppose in the 1R1C model from #1, T(t) = and qe(t) = qe for constants and...

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Suppose in the 1R1C model from #1, T(t) = and qe(t) = qe for constants and e and all t. (a) Find a relationship between the cumulative heat demand H = max {0, qc(t)} dt (in kWh) and the number of heating degree-hours D = = S max {0,00 0(t)} (in Ch), where the balance temperature o is defined such that qe(t) = 0 if (t) = 00. - (b) For a given building, what factors might increase or decrease the balance temperature 00? Explain. Suppose in the 1R1C model from #1, T(t) = and qe(t) = qe for constants and e and all t. (a) Find a relationship between the cumulative heat demand H = max {0, qc(t)} dt (in kWh) and the number of heating degree-hours D = = S max {0,00 0(t)} (in Ch), where the balance temperature o is defined such that qe(t) = 0 if (t) = 00. - (b) For a given building, what factors might increase or decrease the balance temperature 00? Explain.