Based on V and I rms values in step 5, determine the impedance of this RLC circuit and then compare with the impedance value calculated from the resistance R, inductance L, capacitance, C of this circuit at the simulated frequency. Does the algebraic sum of the voltage equal the ac rms voltage (V) applied across the total impedance? If not, why not? 9. Add the algebraic sum of the ac rms voltage across the inductor, capacitance, and resistor. Based on Vc and I ms values in step 5, determine the impedance of the capcitor and then compare with the impedance value calculated from the capacitance Cat simulated frequency 8. Based on Vt and I rms values in step determine the impedance of the inductor and then compare with the impedance value calculated from the inductance L at simulated frequency.ħ. Record data: I= Zi= Z=WL=27fL 1 Ve ms rms VL = rms Ve= rms VR= mms 6. Click Simulate → Run to run simulation and pause within a second. Set the followings settings: Sine wave, Freq = 1kHz, Ampl=10V, Offset=0. XSCI XMI XΡΟΣ XM2 V -Com XMS L1 100mH C1 HE 0.1F XMMA XMS R1 >120 3. Ynna = 0, AC), Trigger (Pos Edge Level = luV, Normal, A). Xosa = 0, Y/T), CHA (Scale = 5 V/Dix Yax = 0, AC), ChB (Scale = 5 V/Dix. Double click to open Oscilloscope and set initial setting as follows: Time base (Scale = 200 us/Dix.
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