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**Q1:**Report Show that all transistors in the circuits operate properly and in the expected modes. Show that circuits can operate without distortion. Show the gain, and if possible, the BW of the circuits. Be prepared to discuss affects of the capacitors. Compare the two versions of the Op Amp. Explain why the various results differ, or if they do not differ, why they can differ.See Answer**Q2:**Arrange the voltage and current waveforms of the same PspiceB simulation next to each other or one after the other. Label your waveforms. i.Perform the theoretical analysis for the circuit shown in Figure 1 to find: The voltage waveform across the capacitor and the resistor R3 • The current waveform through the capacitor and the resistor R3. Calculate the energy stored in the capacitor at t= 2.4 seconds and at t-3 seconds.See Answer**Q3:**1. Using SPICE plot the I-V characteristics for a PMOS and NMOS device. a. NMOS W = 1.2μm, L = 0.25 μm b. NMOS W = 4.8μm, L = 0.5μm c. PMOS W = 1.2 µm, L = 0.25 μm d. PMOS W = 4.8 μm, L = 0.5 µmSee Answer**Q4:**To complete the initial introduction to Elvis sections (parts A, B &C) of the lab no pre-laboratory exercise is required. Please complete the following pre-laboratory exercises. 1. (3pts) For the circuit shown in Fig. 2, derive the transfer function for Vo/Vin in terms of R, C and find the expressions for the magnitude and phase responses. Express your results in the form Vo Vin Vin(t) jw Wp jw Wp Where wpid the pole frequency location in rad/sec 1+ C He R Vo(t) Fig. 2. First order high pass filter (integrator) 2. (3pts) For C= 10nF, find R so that pole frequency location is 4.8 kHz. Draw the bode (magnitude and phase) plots using MATLAB, Python or Excel. 3. (4pts) Simulate the high pass filter circuit using the PSpice simulator (Capture CIS 17.4 ). Compare the simulation results with your hand-calculation. Attach the magnitude and phase simulation results and compare them with part 2 results (bode plots).See Answer**Q5:**1. Preliminary calculations for max current We will be building an AC to DC converter with our diode. Of course this will not be perfect, and there will be a so-called "ripple voltage": the peak-to-peak voltage of the wobble in the voltage waveform left over from conversion. Your task is to help me select a diode while balancing power and cost limitations. Let us introduce a 12 V amplitude AC signal at a frequency of 60 Hz-imagine we set a 14:1 transformer to take power from the wall outlet (120 V... @ 60 Hz). Also, assume the load resistance is 1 kOhm. What is, ignoring the diode forward bias voltages for now, the expected current going through the load and thus the diodes themselves? Treat this as a ballpark value for the next steps.See Answer

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