Please solve for V$-$I time difference, Phase shift, and Resistor current in the below table Use Multisim to perform an AC sweep of this circuit, and plot both voltage and phase. $($This is a "Bode Plot" $-$ see your textbook.$)$ Do this by placing a Measurement Probe between the capacitor and the resistor $($i$.$e$.$ the output$),$ and run an $"$AC Analysis..." from the Simulation menu. Set the frequency limits from $1$ Hz to $500$ kHz $,$ specify Output to measure the voltage of the probe, and click "Simulate". Make sure to include this in your report. Comment on the shape of the curves:

Question: Would this be a high$-$pass filter or a low$-$pass filter?

Question: At approximately which frequency would be the half$-$power point?

RL Circuit $$

Figure $2$: Circuit $2-$ RL Circuit

Construct the circuit in Figure $2.$ Set up the oscilloscope in the same manner as before.

Set the function generator to create an $800Hz,10V_{p-p}$ sine wave.

a$)$ Measure the RL network voltages, current, and Voltage$-$Current $($V$-$I$)$ time difference as before. Also, find the phase shift.

b$)$ Using ideal values, show your calculations for the RL network values you just measured and compare to the measured values.

Repeat $($a$)$ and $($b$)$ at each of the following frequencies: $8kHz,80kHz,$ and $500kHz.$

Use Multisim to create a Bode Plot of this circuit, as in Part I.

Question: Would this be a high$-$pass filter or a low$-$pass filter?

Question: At approximately which frequency would be the half$-$power point?

Table $2$: RL Circuit Measurements

$\backslash$table$[[$Frequency$,$ Input

Voltage $(V_{p-p}),\backslash$table$[[$Output$],[Voltage(V_{p-p})$