Solutions for Electric Circuits Plus Mastering Engineering with Pearson eText 2.0 - Access Card Package (11th Edition) (What's New in Engineering)
Problem 1P:
For each of the circuits shown in Fig. P 3.1,
Figure P3.1
identify the resistors connected in...Problem 7P:
In the circuits in Fig. P 3.7(a)–(d), find the equivalent resistance seen by the source.
Figure...Problem 9P:
Find the power dissipated in each resistor in the circuit shown in Fig. 3.11.
Find the power...Problem 12P:
In the voltage-divider circuit shown in Fig. P 3.12, the no-load value of υo is 4 V. When the load...Problem 13P:
Calculate the no-load voltage υo for the voltage-divider circuit shown in Fig. P 3.13
Figure...Problem 14P:
The no-load voltage in the voltage-divider circuit shown in Fig. P3.14 is 8 V. The smallest load...Problem 15P:
Assume the voltage divider in Fig. P3.14 has been constructed from 1 W resistors. What is the...Problem 16P:
The voltage divider in Fig. P3.16 (a) is loaded with the voltage divider shown in Fig. P3.16(b);...Problem 17P:
There is often a need to produce more than one voltage using a voltage divider. For example, the...Problem 19P:
For the current-divider circuit in Fig. P3.19 calculate
Figure P3.19
io and υo.
the power...Problem 20P:
Find the power dissipated in the 30 resistor in the current-divider circuit in Fig. P3.20.
Figure...Problem 21P:
Specify the resistors in the current-divider circuit in Fig. P3.21 to meet the following design...Problem 22P:
Show that the current in the kth branch of the circuit in Fig. P3.22(a) is equal to the source...Problem 23P:
Look at the circuit in Fig. P3.1 (a).
Use voltage division to find the voltage across the 4 Ω...Problem 24P:
Look at the circuit in Fig. P3.1 (d).
Use current division to find the current in the 50 Ω resistor...Problem 25P:
Attach a 6 V voltage source between the terminals a–b in Fig. P3.6(b), with the positive terminal at...Problem 26P:
Look at the circuit in Fig. P3.7(a).
Use current division to find the current in the 360 Ω resistor...Problem 29P:
For the circuit in Fig. P3.29, calculate i1 and i2 using current division.
Figure P3.29
Problem 30P:
Find υ1 and υ2 in the circuit in Fig. P3.30 using voltage and/or current division.
Figure P3.30
Problem 31P:
Find υo in the circuit in Fig. P3.31 using voltage and/or current division.
Figure P3.31
Problem 32P:
Find the voltage υx in the circuit in Fig. P3.32 using voltage and/or current division.
Figure...Problem 33P:
A shunt resistor and a 50 mV. 1 mA d’Arsonval movement are used to build a 5 A ammeter. A resistance...Problem 34P:
Show for the ammeter circuit in Fig. P3.34 that the current in the d'Arsonval movement is always...Problem 35P:
A d'Arsonval ammeter is shown in Fig. P3.35.
Figure P3.35
Calculate the value of the shunt...Problem 36P:
A d'Arsonval movement is rated at 2 mA and 100 mV. Assume 0.25 W precision resistors are available...Problem 37P:
A d’Arsonval voltmeter is shown in Fig. P3.37. Find the value of Rυ, for each of the following...Problem 38P:
Suppose the d’Arsonval voltmeter described in Problem 3.37 (b) is used to measure the voltage across...Problem 39P:
The ammeter in the circuit in Fig. P3. 39 has a resistance of 0.1 Ω. Using the definition of the...Problem 40P:
The ammeter described in Problem 3.39 is used to measure the current io in the circuit in Fig....Problem 41P:
The elements in the circuit in Fig2.24. have the following values: R1 = 20 kΩ, R2, = 80 kΩ, RC =...Problem 42P:
The voltmeter shown in Fig. P3.42 (a) has a full-scale reading of 500 V. The meter movement is rated...Problem 43P:
Assume in designing the multirange voltmeter shown in Fig. P3.43 that you ignore the resistance of...Problem 44P:
The voltage-divider circuit shown in Fig. P3.44 is designed so that the no-load output voltage is...Problem 46P:
You have been told that the dc voltage of a power supply is about 400 V. When you go to the...Problem 48P:
Design a d'Arsonval voltmeter that will have the three voltage ranges shown in Fig. P3.48.
Figure...Problem 51P:
The bridge circuit shown in Fig. 3.28 is energized from a 21 V dc source. The bridge is balanced...Problem 52P:
Find the detector current id in the unbalanced bridge in Fig. P3.52 if the voltage drop across the...Problem 53P:
Find the power dissipated in the 18Ω resistor in the circuit in Fig. P3.53.
Figure P3.53
Problem 55P:
Find the current and power supplied by the 40 V source in the circuit for Example 3.11 (Fig. 3.35)...Problem 56P:
Find the current and power supplied by the 40 V source in the circuit for Example 3.11 (Fig. 3.35)...Problem 57P:
Find the current and power supplied by the 40 V source in the circuit for Example 3.11 (Fig. 3.35)...Problem 58P:
Use a Δ-to-Y transformation to find the voltages s1 and v2 in the circuit in Fig. P3.58.
Figure...Problem 60P:
Find io and the power dissipated in the 140Ω resistor in the circuit in Fig. P3.60.
Figure P3.60
Problem 61P:
Find the equivalent resistance Rab in the circuit in Fig. P3.61 by using a Y-to-Δ transformation...Problem 63P:
Find the resistance seen by the ideal voltage source in the circuit in Fig. P3.63.
Figure P3.63
If...Problem 64P:
Show that the expressions for Δ conductances as functions of the three Y conductances...Browse All Chapters of This Textbook
Chapter 1 - Circuit VariablesChapter 1.2 - The International System Of UnitsChapter 1.5 - The Ideal Basic Circuit ElementChapter 1.6 - Power And EnergyChapter 2 - Circuit ElementsChapter 2.1 - Voltage And Current SourcesChapter 2.2 - Electrical Resistance (ohm’s Law)Chapter 2.4 - Kirchhoff’s LawsChapter 2.5 - Analyzing A Circuit Containing Dependent SourcesChapter 3 - Simple Resistive Circuits
Chapter 3.2 - Resistors In ParallelChapter 3.3 - The Voltage-divider And Current-divider CircuitsChapter 3.4 - Voltage Division And Current DivisionChapter 3.5 - Measuring Voltage And CurrentChapter 3.6 - Measuring Resistance—the Wheatstone BridgeChapter 3.7 - Delta-to-wye (pi-to-tee) Equivalent CircuitsChapter 4 - Techniques Of Circuit AnalysisChapter 4.2 - Introduction To The Node-voltage MethodChapter 4.3 - The Node-voltage Method And Dependent SourcesChapter 4.4 - The Node-voltage Method: Some Special CasesChapter 4.5 - Introduction To The Mesh-current MethodChapter 4.6 - The Mesh-current Method And Dependent SourcesChapter 4.7 - The Mesh-current Method: Some Special CasesChapter 4.8 - The Node-voltage Method Versus The Mesh-current MethodChapter 4.9 - Source TransformationsChapter 4.10 - Thévenin And Norton EquivalentsChapter 4.11 - More On Deriving A Thévenin EquivalentChapter 4.12 - Maximum Power TransferChapter 5 - The Operational AmplifierChapter 5.2 - Terminal Voltages And CurrentsChapter 5.3 - The Inverting-amplifier CircuitChapter 5.4 - The Summing-amplifier CircuitChapter 5.5 - The Noninverting-amplifier CircuitChapter 5.6 - The Difference-amplifier CircuitChapter 5.7 - A More Realistic Model For The Operational AmplifierChapter 6 - Inductance, Capacitance, And Mutual InductanceChapter 6.1 - The InductorChapter 6.2 - The CapacitorChapter 6.3 - Series-parallel Combinations Of Inductance And CapacitanceChapter 6.4 - Mutual InductanceChapter 6.5 - A Closer Look At Mutual InductanceChapter 7 - Response Of First-order Rl And Rc CircuitsChapter 7.1 - The Natural Response Of An Rl CircuitChapter 7.2 - The Natural Response Of An Rc CircuitChapter 7.3 - The Step Response Of Rl And Rc CircuitsChapter 7.4 - A General Solution For Step And Natural ResponsesChapter 7.5 - Sequential SwitchingChapter 7.7 - The Integrating AmplifierChapter 8 - Natural And Step Responses Of Rlc CircuitsChapter 8.1 - Introduction To The Natural Response Of A Parallel Rlc CircuitChapter 8.2 - The Forms Of The Natural Response Of A Parallel Rlc CircuitChapter 8.3 - The Step Response Of A Parallel Rlc CircuitChapter 8.4 - The Natural And Step Response Of A Series Rlc CircuitChapter 9 - Sinusoidal Steady-state AnalysisChapter 9.3 - The PhasorChapter 9.4 - The Passive Circuit Elements In The Frequency DomainChapter 9.5 - Kirchhoff’s Laws In The Frequency DomainChapter 9.6 - Series, Parallel, And Delta-to-wye SimplificationsChapter 9.7 - Source Transformations And Thévenin-norton Equivalent CircuitsChapter 9.8 - The Node-voltage MethodChapter 9.9 - The Mesh-current MethodChapter 9.10 - The TransformerChapter 9.11 - The Ideal TransformerChapter 10 - Sinusoidal Steady-state Power CalculationsChapter 10.2 - Average And Reactive PowerChapter 10.3 - The Rms Value And Power CalculationsChapter 10.4 - Complex PowerChapter 10.5 - Power CalculationsChapter 10.6 - Maximum Power TransferChapter 11 - Balanced Three-phase CircuitsChapter 11.3 - Analysis Of The Wye-wye CircuitChapter 11.4 - Analysis Of The Wye-delta CircuitChapter 11.5 - Power Calculations In Balanced Three-phase CircuitsChapter 12 - Introduction To The Laplace TransformChapter 12.4 - Functional TransformsChapter 12.5 - Operational TransformsChapter 12.7 - Inverse TransformsChapter 12.8 - Poles And Zeros Of F(s)Chapter 12.9 - Initial- And Final-value TheoremsChapter 13 - The Laplace Transform In Circuit AnalysisChapter 13.2 - Circuit Analysis In The S DomainChapter 13.3 - ApplicationsChapter 13.4 - The Transfer FunctionChapter 13.5 - The Transfer Function In Partial Fraction ExpansionsChapter 13.7 - The Transfer Function And The Steady-state Sinusoidal ResponseChapter 14 - Introduction To Frequency Selective CircuitsChapter 14.2 - Low-pass FiltersChapter 14.3 - High-pass FiltersChapter 14.4 - Bandpass FiltersChapter 14.5 - Bandreject FiltersChapter 15 - Active Filter CircuitsChapter 15.1 - First-order Low-pass And High-pass FiltersChapter 15.2 - ScalingChapter 15.4 - Higher-order Op Amp FiltersChapter 15.5 - Narrowband Bandpass And Bandreject FiltersChapter 16 - Fourier SeriesChapter 16.2 - The Fourier CoefficientsChapter 16.3 - The Effect Of Symmetry On The Fourier CoefficientsChapter 16.4 - An Alternative Trigonometric Form Of The Fourier SeriesChapter 16.5 - An ApplicationChapter 16.6 - Average-power Calculations With Periodic FunctionsChapter 16.8 - The Exponential Form Of The Fourier SeriesChapter 16.9 - Amplitude And Phase SpectraChapter 17 - The Fourier TransformChapter 17.2 - The Convergence Of The Fourier IntegralChapter 17.3 - Using Laplace Transforms To Find Fourier TransformsChapter 17.6 - Operational TransformsChapter 17.7 - Circuit ApplicationsChapter 17.8 - Parseval’s TheoremChapter 18 - Two-port CircuitsChapter 18.2 - The Two-port ParametersChapter 18.3 - Analysis Of The Terminated Two-port CircuitChapter 18.4 - Interconnected Two-port Circuits
Sample Solutions for this Textbook
We offer sample solutions for Electric Circuits Plus Mastering Engineering with Pearson eText 2.0 - Access Card Package (11th Edition) (What's New in Engineering) homework problems. See examples below:
Chapter 1, Problem 1PGiven data: Refer to Figure P2.1 in the textbook for required data. Formula used: Write the...Chapter 3, Problem 1PChapter 4, Problem 1PChapter 5, Problem 1PGiven data: The current through an inductor is iL=18te−10t A for t≥0 s. The inductor value is, L=50...PSPICE Circuit: Refer to the Figure P7.1 in the textbook. Draw the given circuit diagram in PSPICE...Chapter 8, Problem 1PGiven data: The given sinusoidal voltage is, v(t)=40cos(100πt+60°) V (1) Formula used: Consider the...
Given data: v=100cos(ωt+50°) Vi=10cos(ωt+15°) A From the given expressions, the required parameters...Given data: Consider the set of voltages. va=180cos(ωt+27°) V (1) vb=180cos(ωt+147°) V (2)...Given data: Refer to Figure P12.1 (a) in the textbook for the given function. Calculation: The...Given data: Refer to the given circuit in textbook. The inductor current is a function of terminal...Given data: Refer to given figure in the textbook. Formula used: Write the expression to calculate...Given data: The value of capacitor C is 50 nF. The value of passband gain is 5 dB. Cutoff frequency...Calculation: Consider that the expression for the fundamental frequency ω0. ω0=2πT (1) Substitute...Given data: Refer to Figure given in the textbook. Formula used: Write the general expression for...Given data: Refer to given figure in the textbook. Formula used: Write the expression to find...
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ELECTRIC CIRCUITS
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