R1R2R2R3VS2Vs1Figure 2- DC Series CircuitFigure 3- DC Parallel Circuit1- For Figures 2 & 3 calculate the Voltage, Current, and power values (show yourcalculations) and record your calculations on the Tables 1 and 2 bellow2-3- Components UsedPartValuesR19 ΚΩ-9,000 ΩR22.4kn = 2,400 nR311 kD- 11,000 ΩVS1 and VS25 VVoltage (V)Current (mA)Power (mW)CalculatedCalculatedCalculatedR1R2Table 1- DC Series Circuit Data TableVoltage (V)Current (mA)Power (mW)CalculatedCalculatedCalculatedR2R3Copyright © American College of the Middle East. 2021

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Answered: R1 R2 R2 R3 Vs2 Vs1 Figure 2- DC Series…

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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From the following electrical circuit, it is known that the voltage source is V = 24 Volts. Determine the current or voltage flowing at the specified location. (a) Determine the current in each resistor, i1, i2, i3, i4, and i5. (b) Determine the voltage at terminal AB, i.e. VAB R1=90 Ohm R2=55 Ohm R3=60 Ohm R4=85 Ohm R5=18 Ohm
From Delmar's standard textbook of Electricity; UInit 8, Review Question #4. Refer to the circuit diagram attached, but with the following resistor values. Assume 24V source voltage. R1 = 1K ohms R2 = 300 ohms R3 = 750 ohms R4 = 1k ohms An ammeter and voltmeter show the following measurement values: IT = 42.5mA I1 = 24mA ET = 24V I2 = 18.5mA E2 = 5.5V I3 = 0A E3 = 18.5V I4 = 18.5mA E4 = 18.5V What is the most likely problem with this circuit that causes these measurement values?
Consider the circuit segment shown in the figure below. GivenE1 = 4.91 V, E2 = 9.76 V, R1 = 29.2 kΩ, R2 = 85.4 kΩ, I1 = 35.5 µA, themagnitude of the current passing thru the second resistor is most nearly
a) calculate the resistance R12345 between points A and B when no voltage source is connected - calculate the resistance R34 between resistors R3 and R4: - calculate resistance R345 between resistors R5 and R34: calculate resistance R2345 between resistors R5 and R345 b) calculate the current IR5 through R5 so that the voltage source is connected. - calculate the current from the source:- calculate the current through the rice tower R 1:- calculate the current through the replacement resistor R2345:- calculate the voltage drop across R2:- calculates voltage drop over compensation resistance R345:-check that the resistors R2 and R345.- calculate the current through R34: c) calculate the voltage UR4 over R4 when the voltage source is connected - The resistors R3 and R4 are connected in series, ie they have the same current that passes through both resistors I34 but divides the voltage into two voltage drops UR3 and UR4.Calculate the voltage across R3:Check that resistors R3 and R4 are…
Please answer it within 30 minutes.I will upvote! (a) Can the circuit shown in the figure above be reduced to a single resistor connected to a battery?Explain. (b) Calculate the current I1,I2 and I3 .
Three resistors R1, R2 and R3 are connected in tee. The resistor R1 is connected in series with the supply voltage V1 while the resistor R2 is connected in series with the voltage V2. If V1 = 30 volts, V2 = 20 volts, R1 = 5 ohms, R2 = 10 ohms, and R3 = 15 ohms, calculate the currrent flowing in each resistor. Use Norton’s theorem.
Use the following circuit diagram of a DC parallel circuit for calculations. Known: VAB = 14 V, R1 = 56 Ohm, R2 = 84 Ohm, and R3 = 134 Ohm. Calculate I. Keep three decimals for accuracy. Hint: You can choose from two approaches.
9)The........and the ........are very similar a)engineer's scale rule and architect's scale rule b) engineer's scale rule and the desk ruler c) protractor and adjustable triangle ruler d)architect's scale rule and drafting triangle 10) Graphical abbreviations are used on electrical diagrams to illustrate the wiring between electrical devices and terminals. The electrical devices are either shown in block diagram form or using commonly defined symbols. a) true b) false [ i need both answer]
You are given the below circuit, answer the following questions and show the steps of your solution in details. Figure 2: Electrical Circuit Apply the scientific method to validate both Kirchhoff voltage law (KVL) and Kirchhoff current law (KCL) for the above circuit to find I1, I2, I3, I4, I5 and IS. Show your steps: Use circuit theorem to calculate the power consumed in R1 Calculate the voltage across R2 Use the falstad simulator (https://www.falstad.com/circuit/) to: Draw the above circuit (Note: screenshots must be included in your report) Write down the obtained results from the simulator (Note: screenshots must be included in your report) Compare and evaluate the results of the simulator and the results that you had calculated in parts a, b and c. Using the simulator, fill out Table 1 below for the given V1 Plot V1 and IS values obtained in part (e) using a software that you choose (i.e. Excel, MATLAB…etc.) In your own words, discuss scientifically the meaning of the…
When SW1 (or the switch) is closed, the current of I1 is 2A. Assume that SW1 is open, determine the Norton equivalent circuit as seen by RL. Note: Answer must not be in terms of the unknown voltage Vs, and unknown current Is.
Explain the calculations below by relating the values of the calculation to various laws in electrical engineering Parallel resistive circuit 1/Req= 1/R1+1/R2+1/R3+1/R4 1/Req= 1/3+1/5.2+1/3.3+1/4.1 1/Req= 1/3+1/5.2+1/3.3+1/4.1 1/Req= 1.073Ω Req= 0.932 Ω I1= VT/R1=9/3= 3amps I2= VT/R2=9/5.2= 1.73amps I3= VT/R3=9/3.3= 2.73amps I4= VT/R4=9/4.1= 2.20amps IT= 3+1.73+2.73+2.20= 9.66amps Power dissipation through each resistor P1=I21×R1= (3)2×3=27watt P2=I22×R2= (1.73)2×5.2= 15.56watt P3=I23×R3= (2.73)2×3.3=24.60watt P4=I24×R4= (2.20)2×4.1= 19.84watt Total circuit power P=VI P= 9V×9.66amps P=86.94watts converting resistor to inductance G1=1/R1=1/3=0.33mho G2=1/R2=1/5.2=0.19mho G3=1/R3=1/3.3=0.30mho G4=1/R4=1/4.1=0.24mho Geq= 0.33+0.19+0.30+0.24=1.06mho I1=VG1=9×0.33=2.97Amps I2=VG2=9×0.19=1.71Amps I3=VG3=9×0.30=2.70Amps I4=VG4=9×0.24=2.16Amps
Question 2 Two electric circuits, represented by boxes A and B, are connected as shown in the figurebelow. The reference direction for the current i in the interconnection and the referencepolarity for the voltage v across each interconnect are shown. For each of the following setsof values, calculate the power in the interconnection and state whether the power is flowingfrom A to B or vice versa. Part (A) i = 6 A, v = 30 V Part (B) i = −8 A, v = −20 V Part (C) i = 4 A, v = −60 V Part (D) i = −9 A, v = 40 V

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