Solve using EES program, please.

ign cooling load for an exterior zone that is 40 ft wide, 20 ft deep, and 8 ft high located in a building in Madison, WI. The zone has one exterior wall constructed as Wall 12 (insulated brick wall Appendix D) and faces due South. There are four reflective double-pane windows (SC 0.25) that are 6 t wide and 3 ft high on the wall. The suspended fluorescent lighting has an energy density of 1.5 w/ft2 Four people occupy the office working on computers from 8 a.m. to 6 p.m. The zone is maintained at to be specified. The wall is an insulated brick wall with properties are from the table below and the surface is taken to be dark colored with an absorptivity of 0.8 The reflective windows have a U-value of 0.55 Btu/hr-ft2-F and a shading coefficient of 0.25 (Table 10.4) The occupants are assumed to be engaged in light office work with a sensible gain of 245 Btu/hr and a latent gain of 155 Btu/hr (Table 10.6). The heat gain from the computers is assumed to be 400 Btu/hr each. The thermal capacitance of the internal mass is taken to be medium (10 Btu/F-f12) and the total surface area for the internal mass is assumed to be twice the floor area, or 1600 ft2. The unit thermal resistance due to paint, carpet, etc. on the internal mass is assumed to be 1 hr-f12-F/Btu. The ventilation air flow rate is 20 cfm per person (Table 8.3). Download the script from Canvas under EES files, add the units, and the parametric table. Plot in one figure the loads as function of time (sensible, latent and total), and in a second figure all the components loads as a function of time (Equipment, walls, windows, ...) 0.325 hr-ft /Btu 0.325 hr t F/Btu 11.56hr-f F/Btu F, (window) 1.08 hr-t-F/Btu 1.68 hr-ft-F/Btu 3.8 Btu/t-p o.S5 Buhr-f2-F ign cooling load for an exterior zone that is 40 ft wide, 20 ft deep, and 8 ft high located in a building in Madison, WI. The zone has one exterior wall constructed as Wall 12 (insulated brick wall Appendix D) and faces due South. There are four reflective double-pane windows (SC 0.25) that are 6 t wide and 3 ft high on the wall. The suspended fluorescent lighting has an energy density of 1.5 w/ft2 Four people occupy the office working on computers from 8 a.m. to 6 p.m. The zone is maintained at to be specified. The wall is an insulated brick wall with properties are from the table below and the surface is taken to be dark colored with an absorptivity of 0.8 The reflective windows have a U-value of 0.55 Btu/hr-ft2-F and a shading coefficient of 0.25 (Table 10.4) The occupants are assumed to be engaged in light office work with a sensible gain of 245 Btu/hr and a latent gain of 155 Btu/hr (Table 10.6). The heat gain from the computers is assumed to be 400 Btu/hr each. The thermal capacitance of the internal mass is taken to be medium (10 Btu/F-f12) and the total surface area for the internal mass is assumed to be twice the floor area, or 1600 ft2. The unit thermal resistance due to paint, carpet, etc. on the internal mass is assumed to be 1 hr-f12-F/Btu. The ventilation air flow rate is 20 cfm per person (Table 8.3). Download the script from Canvas under EES files, add the units, and the parametric table. Plot in one figure the loads as function of time (sensible, latent and total), and in a second figure all the components loads as a function of time (Equipment, walls, windows, ...) 0.325 hr-ft /Btu 0.325 hr t F/Btu 11.56hr-f F/Btu F, (window) 1.08 hr-t-F/Btu 1.68 hr-ft-F/Btu 3.8 Btu/t-p o.S5 Buhr-f2-F