. . Show all work. Question 2: A person hanging from the bottom on an elevator can be modeled by the diagram shown below Create the equivalent circuit of the system shown below. Write the transfer function of the input output voltages of the equivalent circuit that represent the input and output velocities system shown below. Make sure the polynomial is in standard form, which has the order polynomial written from highest to lowest form left to right. For example: 53 + 752 + 25 +1 What happens if the damper breaks (completely disconnected from the platform and the mass) after the platform starts moving? Write new transfer function. Explain what the time response of the new transfer function will be. O . o o You will be graded on: 1. Drawing the correct schematic and labeling the inputs and outputs. (This part must be correct to consider the rest of the problem for grading.) 2. The transfer functions must be correct and in terms of S, R, L and C. It must be in the proper polynomial format. 3. The explanation of what happens in the time domain must be correct. 4. You must explain/show your work. Fixed Surface wat MASS 1 1v.co] Moving Platform . . Show all work. Question 2: A person hanging from the bottom on an elevator can be modeled by the diagram shown below Create the equivalent circuit of the system shown below. Write the transfer function of the input output voltages of the equivalent circuit that represent the input and output velocities system shown below. Make sure the polynomial is in standard form, which has the order polynomial written from highest to lowest form left to right. For example: 53 + 752 + 25 +1 What happens if the damper breaks (completely disconnected from the platform and the mass) after the platform starts moving? Write new transfer function. Explain what the time response of the new transfer function will be. O . o o You will be graded on: 1. Drawing the correct schematic and labeling the inputs and outputs. (This part must be correct to consider the rest of the problem for grading.) 2. The transfer functions must be correct and in terms of S, R, L and C. It must be in the proper polynomial format. 3. The explanation of what happens in the time domain must be correct. 4. You must explain/show your work. Fixed Surface wat MASS 1 1v.co] Moving Platform