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1. Choose one of the first order example systems (tank, car, circuit, insulated space).Choose a real-life example of one of those systems and do your best to find or choose

reasonable numeric values for all of the parameters. For example, you could use a toaster oven with a certain power rating, Qin, convection coefficient, h, surface area, A,ambient temperature, To, mass of air, m, and specific heat capacity, c. a. Show the original parameterized version of the differential equation model and the version with your numeric values. Show any information you used to choose the parameter values (50 points)* b. What is the steady state value of the system? (7.5 points) c. What is the time constant of the system. (7.5 points) d. What is an assumption made by your model (7.5 points) e. What is a limitation of your model? (7.5 points) f. Explain in your own words what a step input for this model would be (10 points) g. Explain in your own words why this is a dynamic system (10 points)

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