Question 1 [25 Marks]A source 45 sin 32t V is connected in series with a 50 resistor and a 20 mHinductor. Calculate(a) the instantaneous current through the inductance at t = 1 ms(b) the apparent power delivered by the sourceQuestion 2 [25 Marks]For the circuit below.(a) determine the equivalent impedance as seen through the open terminals if-1rad's(b) determine the current drawn from a 100° Vrms source connected to the openterminals10 mF20 Ω25 02well20 mHQuestion 3 [25 Marks]For the Figure shown below, determine the Norton Equivalent Network.(10+120) VA5X2

Answered: Image /qna-images/answer/7cbc61a3-3766-47bf-8515-db4ff985bbdf.jpg

Answered: Question 1 [25 Marks] A source 45 sin…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Similar questions

What is the self-inductance of a circuit in which there is induced emf of 100 volts when the current in the circuit changes uniformly from 1 to 5 amperes in 0.3 second?
The sinusoidal voltage source in the circuit in (Figure 1) is developing a voltage equal to 50sin400tV. Suppose that R = 480 Ω.Find the Thévenin voltage with respect to the terminals a,b. In rectangle form. Find the Thévenin impedance with respect to the terminals a,b. in rectangle form
A 10 V, 1 kHz ac source is connected to a parallel circuit consisting of a 470 resistor and a 0.15µF capacitor. Determine the true power, reactive power, apparent power and power factor.
A coil of resistance 30 Q and inductance 400 mH, are connected in series across a 240 V, 50 Hz a.c. supply. Calculate (a) the circuit impedance (b) the voltage across the resistance (C) the voltage across the coil and (d) the phase angle in degrees.
A sinusoidal voltage with effective value (73 V), and a Frequency its value (80 Hz), was applied on a series circuit that consists of a coil with inductance of value (0.05 H), and a resistor of value (5 N). Calculate: 1. The maximum value of the voltage? 2. The inductive reactance of the coil? 3. The electric impedance of the circuit? 4. The maximum value of the generated current in the circuit? 5. The phase angle? 6. The power factor? 7. The power dissipated inside the coil? 8. Draw a diagram showing the results?
A 5-ohm resistor is connected in series with a 25 micro-farad capacitor. A source voltage of158 volts, 50 Hz supplies the combination. Determine the following: e. Reactive power supplied by the sourcef. Apparent power of the circuitg. Power factor of the entire circuit
4 N -is n 6 0 -j8 N js N 220/-30° V Figure 3. Referring to figure 3, determine the rms current at j52 reactance (inductor) using KCL (Answer must be in polar form and should be in 4 decimal places). Referring to figure 3, determine the rms voltage at j52 reactance (inductor) using KVL (Answer must be in polar form and should be in 4 decimal places).
29 and 30 please im stuck
For the ac network of Figure Q5, calculate the following; i. The total impedance; ii. The inductance and capacitance values; ii. The total current drawn from the source: iv. Voltage VL and Vc. Xc 120 %3D R =90 X = 62 %3D ll + VL + VR VC E=30L-60° Frequency=50HZ ZT Figure Q5
Help me answer this example correctly thank you
An example of a universal building block is: Select one: A. OR gate B. AND gate
b) A circuit consists of an inductive coil (L 0.1 H, R 102) in series with a variable resistor (0 210 2). Draw to scale the locus of the current vector when the circuit is connected to 230-V, 50-Hz supply mains and the resistor is varied between 0 and 100 2.

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