2) Answer the following questions: What is a Inductor?, Explain in your own words What is a capacitor?, Explain in your own words 3) A 90 Q resistor, a 32 mH inductor, and a 5 µF capacitor are...


2) Answer the following questions:<br>What is a Inductor?, Explain in your own words<br>What is a capacitor?, Explain in your own words<br>3) A 90 Q resistor, a 32 mH inductor, and a 5 µF capacitor are connected in series across the<br>terminals of a sinusoidal voltage source, as shown in the figure below. The steady-state<br>expression for the source voltage Vs is 750 cos (5000t + 30°) V.<br>90 N<br>32 mH<br>5 µF<br>Fig 1<br>- Construct the frequency domain equivalent circuit.<br>- Calculate the steady-state current by the phasor method.<br>4) The sinusoidal current source in the circuit shown below produces the current is = 8 cos<br>200,000t A.<br>» 10n<br>1µF<br>40 μΗ<br>Fig. 2<br>Construct the frequency-domain equivalent circuit.<br>Find the steady-state expressions for v, i1, i2, and i3.<br>5) Simulate both circuits in Multisim. Keep in mind that Multisim works in terms of sine<br>and our equations are in terms of cosine. So you will need to convert it to a sine<br>wave.<br>

Extracted text: 2) Answer the following questions: What is a Inductor?, Explain in your own words What is a capacitor?, Explain in your own words 3) A 90 Q resistor, a 32 mH inductor, and a 5 µF capacitor are connected in series across the terminals of a sinusoidal voltage source, as shown in the figure below. The steady-state expression for the source voltage Vs is 750 cos (5000t + 30°) V. 90 N 32 mH 5 µF Fig 1 - Construct the frequency domain equivalent circuit. - Calculate the steady-state current by the phasor method. 4) The sinusoidal current source in the circuit shown below produces the current is = 8 cos 200,000t A. » 10n 1µF 40 μΗ Fig. 2 Construct the frequency-domain equivalent circuit. Find the steady-state expressions for v, i1, i2, and i3. 5) Simulate both circuits in Multisim. Keep in mind that Multisim works in terms of sine and our equations are in terms of cosine. So you will need to convert it to a sine wave.

Jun 11, 2022
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