FUNDAMENTALS OF ELEC.CIRC.(LL) >CUSTOM< - 6th Edition - by Alexander - ISBN 9781260503876

FUNDAMENTALS OF ELEC.CIRC.(LL) >CUSTOM<
6th Edition
Alexander
Publisher: MCG CUSTOM
ISBN: 9781260503876

Solutions for FUNDAMENTALS OF ELEC.CIRC.(LL) >CUSTOM<

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Chapter 2.7 - Wye-delta TransformationsChapter 2.8 - ApplicationsChapter 3 - Methods Of AnalysisChapter 3.2 - Nodal AnalysisChapter 3.3 - Nodal Analysis With Voltage SourcesChapter 3.4 - Mesh AnalysisChapter 3.5 - Mesh Analysis With Current SourcesChapter 3.6 - Nodal And Mesh Analysis By InspectionChapter 3.8 - Circuit Analysis With PspiceChapter 3.9 - Applications: Dc Transistor CircuitsChapter 4 - Circuit TheoremsChapter 4.2 - Linearity PropertyChapter 4.3 - SuperpositionChapter 4.4 - Source TransformationChapter 4.5 - Thevenin’s TheoremChapter 4.6 - Norton’s TheoremChapter 4.8 - Maximum Power TransferChapter 4.9 - Verifying Circuit Theorems With PspiceChapter 4.10 - ApplicationsChapter 5 - Operational AmplifiersChapter 5.2 - Operational AmplifiersChapter 5.3 - Ideal Op AmpChapter 5.4 - Inverting AmplifierChapter 5.5 - Noninverting AmplifierChapter 5.6 - Summing AmplifierChapter 5.7 - Difference AmplifierChapter 5.8 - Cascaded Op Amp CircuitsChapter 5.9 - Op Amp Circuit Analysis With PspiceChapter 5.10 - ApplicationsChapter 6 - Capacitors And InductorsChapter 6.2 - CapacitorsChapter 6.3 - Series And Parallel CapacitorsChapter 6.4 - InductorsChapter 6.5 - Series And Parallel InductorsChapter 6.6 - ApplicationsChapter 7 - First-order CircuitsChapter 7.2 - The Source-free Rc CircuitChapter 7.3 - The Source-free Rl CircuitChapter 7.4 - Singularity FunctionsChapter 7.5 - Step Response Of An Rc CircuitChapter 7.6 - Step Response Of An Rl CircuitChapter 7.7 - First-order Op Amp CircuitsChapter 7.8 - Transient Analysis With PspiceChapter 7.9 - ApplicationsChapter 8 - Second-order CircuitsChapter 8.2 - Finding Initial And Final ValuesChapter 8.3 - The Source-free Series Rlc CircuitChapter 8.4 - The Source-free Parallel Rlc CircuitChapter 8.5 - Step Response Of A Series Rlc CircuitChapter 8.6 - Step Response Of A Parallel Rlc CircuitChapter 8.7 - General Second-order CircuitsChapter 8.8 - Second-order Op Amp CircuitsChapter 8.9 - Pspice Analysis Of Rlc CircuitsChapter 8.10 - DualityChapter 8.11 - ApplicationsChapter 9 - Sinusoids And PhasorsChapter 9.2 - SinusoidsChapter 9.3 - PhasorsChapter 9.4 - Phasor Relationships For Circuit ElementsChapter 9.5 - Impedance And AdmittanceChapter 9.7 - Impedance CombinationsChapter 9.8 - ApplicationsChapter 10 - Sinusoidal Steady-state AnalysisChapter 10.2 - Nodal AnalysisChapter 10.3 - Mesh AnalysisChapter 10.4 - Superposition TheoremChapter 10.6 - Thevenin And Norton Equivalent CircuitsChapter 10.7 - Op Amp Ac CircuitsChapter 10.8 - Ac Analysis Using PspiceChapter 10.9 - ApplicationsChapter 11 - Ac Power AnalysisChapter 11.2 - Instantaneous And Average PowerChapter 11.3 - Maximum Average Power TransferChapter 11.4 - Effective Or Rms ValueChapter 11.5 - Apparent Power And Power FactorChapter 11.6 - Complex PowerChapter 11.7 - Conservation Of Ac PowerChapter 11.8 - Power Factor CorrectionChapter 11.9 - ApplicationsChapter 12 - Three-phase CircuitsChapter 12.2 - Balanced Three-phase VoltagesChapter 12.3 - Balanced Wye-wye ConnectionChapter 12.4 - Balanced Wye-delta ConnectionChapter 12.5 - Balanced Delta-delta ConnectionChapter 12.6 - Balanced Delta-wye ConnectionChapter 12.7 - Power In A Balanced SystemChapter 12.8 - Unbalanced Three-phase SystemsChapter 12.9 - Pspice For Three-phase CircuitsChapter 12.10 - ApplicationsChapter 13 - Magnetically Coupled CircuitsChapter 13.2 - Mutual InductanceChapter 13.3 - Energy In A Coupled CircuitChapter 13.4 - Linear TransformersChapter 13.5 - Ideal TransformersChapter 13.6 - Ideal AutotransformersChapter 13.7 - Three-phase TransformersChapter 13.8 - Pspice Analysis Of Magnetically Coupled CircuitsChapter 13.9 - ApplicationsChapter 14 - Frequency ResponseChapter 14.2 - Transfer FunctionChapter 14.4 - Bode PlotsChapter 14.5 - Series ResonanceChapter 14.6 - Parallel ResonanceChapter 14.7 - Passive FiltersChapter 14.8 - Active FiltersChapter 14.9 - ScalingChapter 14.10 - Frequency Response Using PspiceChapter 14.12 - ApplicationsChapter 15 - Introduction To The Laplace TransformChapter 15.2 - Definition Of The Laplace TransformChapter 15.3 - Properties Of The Laplace TransformChapter 15.4 - The Inverse Laplace TransformChapter 15.5 - The Convolution IntegralChapter 15.6 - Application To Integrodifferential EquationsChapter 16 - Applications Of The Laplace TransformChapter 16.2 - Circuit Element ModelsChapter 16.3 - Circuit AnalysisChapter 16.4 - Transfer FunctionsChapter 16.5 - State VariablesChapter 16.6 - ApplicationsChapter 17 - The Fourier SeriesChapter 17.2 - Trigonometric Fourier SeriesChapter 17.3 - Symmetry ConsiderationsChapter 17.4 - Circuit ApplicationsChapter 17.5 - Average Power And Rms ValuesChapter 17.6 - Exponential Fourier SeriesChapter 17.7 - Fourier Analysis With PspiceChapter 17.8 - ApplicationsChapter 18 - Fourier TransformChapter 18.2 - Definition Of The Fourier TransformChapter 18.3 - Properties Of The Fourier TransformChapter 18.4 - Circuit ApplicationsChapter 18.5 - Parseval’s TheoremChapter 18.8 - SummaryChapter 19 - Two-port NetworksChapter 19.2 - Impedance ParametersChapter 19.3 - Admittance ParametersChapter 19.4 - Hybrid ParametersChapter 19.5 - Transmission ParametersChapter 19.6 - Relationships Between ParametersChapter 19.7 - Interconnection Of NetworksChapter 19.8 - Computing Two-port Parameters Using PspiceChapter 19.9 - ApplicationsChapter A.1 - Cramer's RuleChapter A.2 - Matrix InversionChapter B.1 - Representations Of Complex NumbersChapter B.2 - Mathematical OperationsChapter B.3 - Euler's Formula

Sample Solutions for this Textbook

We offer sample solutions for FUNDAMENTALS OF ELEC.CIRC.(LL) >CUSTOM< homework problems. See examples below:

Chapter 2, Problem 53PChapter 2, Problem 56PChapter 2, Problem 57PChapter 2, Problem 67PChapter 2, Problem 69PChapter 2, Problem 81CPChapter 3, Problem 1RQChapter 3, Problem 15PGiven data: Refer to Figure 3.98 in the textbook for mesh analysis. Calculation: From Figure 3.98,...Chapter 3, Problem 56PGiven data: Refer to Figure 3.104 in the textbook for the nodal analysis. In the given circuit, io...Chapter 3, Problem 66PChapter 3, Problem 69PChapter 3, Problem 74PChapter 3, Problem 89PGiven data: Refer Figure 3.127 in the textbook for the transistor circuit. The common-emitter...Given data: Refer Figure 3.128 in the textbook for the transistor circuit. Formula used: Write the...Chapter 4, Problem 1RQChapter 4, Problem 11PChapter 4, Problem 17PChapter 4, Problem 40PChapter 4, Problem 42PChapter 4, Problem 68PChapter 4, Problem 69PChapter 4, Problem 74PChapter 4, Problem 92PChapter 4, Problem 94CPChapter 4, Problem 95CPChapter 5, Problem 1RQChapter 5, Problem 7PChapter 5, Problem 15PChapter 5, Problem 24PChapter 5, Problem 34PChapter 5, Problem 48PChapter 5, Problem 50PChapter 5, Problem 53PChapter 5, Problem 83PChapter 5, Problem 84PChapter 5, Problem 93CPChapter 6, Problem 1RQChapter 6, Problem 6PChapter 6, Problem 23PChapter 6, Problem 31PChapter 6, Problem 32PChapter 6, Problem 58PChapter 6, Problem 65PChapter 6, Problem 69PChapter 6, Problem 74PChapter 6, Problem 85CPChapter 7, Problem 1RQChapter 7, Problem 8PChapter 7, Problem 13PChapter 7, Problem 20PChapter 7, Problem 50PChapter 7, Problem 54PGiven data: Refer to Figure 7.123 in the textbook. The value of inductance L1 is 2.5 H. The value of...Chapter 7, Problem 73PChapter 7, Problem 75PChapter 7, Problem 80PChapter 7, Problem 85PChapter 8, Problem 1RQChapter 8, Problem 24PChapter 8, Problem 29PChapter 8, Problem 36PChapter 8, Problem 39PChapter 8, Problem 41PChapter 8, Problem 45PProblem design: Design a problem to understand the step response of a parallel RLC circuit if the...Chapter 8, Problem 62PChapter 8, Problem 78PChapter 9, Problem 1RQChapter 9, Problem 14PChapter 9, Problem 36PChapter 9, Problem 38PChapter 9, Problem 40PChapter 9, Problem 41PChapter 9, Problem 67PChapter 9, Problem 84PChapter 9, Problem 85PChapter 9, Problem 89CPChapter 9, Problem 91CPChapter 10, Problem 1RQChapter 10, Problem 9PChapter 10, Problem 11PChapter 10, Problem 12PChapter 10, Problem 26PChapter 10, Problem 30PChapter 10, Problem 44PChapter 10, Problem 46PChapter 10, Problem 73PChapter 10, Problem 75PChapter 10, Problem 78PChapter 11, Problem 1RQChapter 11, Problem 15PChapter 11, Problem 16PChapter 11, Problem 46PChapter 11, Problem 47PChapter 11, Problem 55PChapter 11, Problem 61PChapter 11, Problem 62PChapter 11, Problem 73PChapter 11, Problem 75PChapter 11, Problem 85PChapter 12, Problem 1RQChapter 12, Problem 1PChapter 12, Problem 48PChapter 12, Problem 51PChapter 12, Problem 56PChapter 12, Problem 69PChapter 12, Problem 71PChapter 12, Problem 81CPChapter 12, Problem 82CPChapter 12, Problem 87CPChapter 13, Problem 1RQChapter 13, Problem 14PChapter 13, Problem 18PChapter 13, Problem 20PChapter 13, Problem 22PChapter 13, Problem 24PGiven data: Refer to Figure 13.94 in the textbook for the circuit with coupled coils. The coupling...Given data: Refer to Figure 13.98 in the textbook for the circuit with coupled coils. In Figure...Chapter 13, Problem 46PChapter 13, Problem 49PChapter 13, Problem 57PGiven data: The transfer function of a network is, H(s)=10(s+1)(s+2)(s+3) (1) Formula used: Write a...Chapter 14, Problem 21PChapter 14, Problem 25PChapter 14, Problem 37PChapter 14, Problem 44PChapter 14, Problem 57PChapter 14, Problem 59PChapter 14, Problem 66PChapter 14, Problem 79PChapter 14, Problem 80PChapter 14, Problem 96PChapter 14, Problem 97PGenerally, the Laplace transform of function f(t) is denoted by F(s) or L[f(t)]. It is defined by,...Given data: The Laplace transform function is, F1(s)=6s2+8s+3s(s2+2s+5) (1) Formula used: Write the...Chapter 15, Problem 31PGiven data: The Laplace transform function is , 8(s+1)(s+3)s(s+2)(s+4) (1) Formula used: Write the...Chapter 15, Problem 35PGiven data: The Laplace transform function is, X(s)=3s2(s+2)(s+3) (1) Formula used: Write the...Chapter 15, Problem 39PGiven data: The differential equation is, d3ydt3+6d2ydt2+8dydt=e−tcos2t (1) The initial conditions...Given data: The voltage through resistor with current i(t) in s domain is sRI(s). Formula used:...Given data: The step response of an RLC circuit is given as, d2idt2+2didt+5i=30 (1) The value of...Given data: A branch voltage in an RLC circuit is given by, d2vdt2+4dvdt+8v=120 (1) The value of...Problem design: Find the value of voltage across resistor (R1) vx using Laplace transform if the...Chapter 16, Problem 17PGiven data: Refer to Figure 16.49 in the textbook. Formula used: Write a general expression to...Chapter 16, Problem 28PChapter 16, Problem 30PChapter 16, Problem 51PChapter 16, Problem 53PChapter 16, Problem 65PGiven data: The state equation of input and output are, x˙=[−2−12−4]x+[1140][u(t)2u(t)] (1)...Chapter 17, Problem 1RQChapter 17, Problem 3PChapter 17, Problem 11PGiven data: The voltage source of the periodic waveform is, v(t)=120t(2π−t) V, 0&lt;t&lt;2π Formula...Chapter 17, Problem 19PGiven data: Refer to Figure 17.58 in the textbook. Formula used: Write the expression to calculate...Chapter 17, Problem 25PChapter 17, Problem 26PGiven data: Refer to Figure 17.75(a) and 17.75(b) in the textbook. The inductor L is 100 mH. The...Formula used: Consider the general form of Fourier transform of f(t) is represented as F(ω)....Given data: F(ω)=10(2+jω)(5+jω) Formula used: Consider the general form of Fourier transform of f(t)...Given data: F[f(t)]=(jω)(e−jω−1). x(t)=f(t)+3 (1) Formula used: Consider the general form of Fourier...Given data: F(ω)=100jω(jω+10) (1) Calculation: Consider s=jω to reduce complex algebra. Substitute s...Given data: πδ(ω)(5+jω)(2+jω) Formula used: Consider the general form of inverse Fourier transform...Given data: F1(ω)=ejω−jω+1 (1) Formula used: Consider the general form of inverse Fourier transform...Given data: F(ω)=12+jω x(t)=f(3t−1) Formula used: Consider the general form of Fourier transform of...Given data: vi(t)=2δ(t) V (1) vo(t)=10e−2t−6e−4t V (2) Formula used: Consider the general expression...Chapter 19, Problem 1RQGiven Data: Refer to Figure 19.78 in the textbook for the given two-port network. Formula used:...Chapter 19, Problem 61PChapter 19, Problem 69PChapter 19, Problem 71PChapter 19, Problem 75PChapter 19, Problem 88PGiven Data: Refer to Figure 19.131 in the textbook for the amplifier circuit. hie=4...Given Data: Refer to Figure 19.132 in the textbook for the transistor network circuit. hie=2...Chapter 19, Problem 98PChapter 19, Problem 99CPGiven data: 2y1−y2=4 (1) y1+3y2=9 (2) Formula used: Consider the general expression to determine the...

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Fundamentals of Electric Circuits
4th Edition
ISBN: 9780077263195
Fundamentals of Electric Circuits
5th Edition
ISBN: 9780073380575
Fundamentals of Electric Circuits
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ISBN: 9780073301150
EBK FUNDAMENTALS OF ELECTRIC CIRCUITS
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ISBN: 8220102801448
Fundamentals of Electric Circuits
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ISBN: 9780078028229
EE 98: Fundamentals of Electrical Circuits - With Connect Access
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ISBN: 9781259981807
FUNDAMENTALS OF ELECTRIC CIRCUITS
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ISBN: 9781264512362
Connect Online Access (1 Semester) for Fundamentals of Electric Circuits
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ISBN: 9781260477641
FUND OF ELECTRIC CIRCUITS LLW/CONNECT
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ISBN: 9781264315284
FUNDAMENTALS OF ELECTRIC CIRCUITS
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ISBN: 9781265501693
Fundamentals of Electric Circuits
7th Edition
ISBN: 9781260477597
FUNDAMENTALS OF ELEC.CIRC(LL)-W/CONNECT
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ISBN: 9781264091348
FUNDAMENTALS OF ELECTRIC CIRCUITS W/ACC
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ISBN: 9781266858444
FUNDAMENTALS OF ELEC...-ACCESS>CUSTOM<
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ISBN: 9781264517602
Fundamentals of Electric Circuits
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ISBN: 9780072493504

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