Archives: Solution Manual
Chapter 13 Homework When individuals travel, their electrical appliances need to
Solution 13.60 (a) Transferring the 40-ohm load to the middle circuit, ZL’ = 40/(n’)2 = 10 ohms where n’ = 2 10||(5 + 10) = 6 ohms We transfer this to the primary side. Zin = 4 + 6/n2 = […]
Chapter 13 Homework where Z3 is reflected to the middle circuit
Solution 13.44 We can apply the superposition theorem. Let i1 = i1’ + i1” and i2 = i2’ + i2” where the single prime is due to the DC source and the double prime is due to the AC source. […]
Chapter 13 Homework Then we can do source transformation to convert
Solution 3.17 3 40 40 40 2666.67 15 10 jL j Lx ωω − = → = = = 33 12 0.6 12 10 30 10 62.35 mHM k LL x x x −− = = = If 15 […]
Chapter 12 Homework Consider the circuit below
Solution 12.81 °=θ→= 87.36–(leading)8.0pf 1 kVA36.87–150 1°∠=S °=θ→= 00.1pf 2 kVA0100 2°∠=S °=θ→= 13.53(lagging)6.0pf 3 kVA53.13200 3°∠=S kVA95j80 4 +=S 4321 SSSSS +++= kVA21.452.451165j420 °∠=+=S LL IV3S = A7.542 4803 102.451 V3 S I 3 L L= × × == […]
Chapter 12 Homework A balanced three-phase generator has an abc phase sequence with
Solution 12.70 8004001200PPP 21T =−=+= 1600–1200400–PPQ 12T =−=−= °=θ→===θ -63.43-2 800 1600– P Q tan T T =θ= cospf (leading)4472.0 40 6 240 I V Z L L p= == = p Z Ω°∠ 63.43–40 Copyright © 2017 McGraw–Hill Education. […]
Chapter 12 Homework Once the circuit is simulated, we get an output
Solution 12.56 Using Fig. 12.63, design a problem to help other students to better understand unbalanced three–phase systems. Although there are many ways to solve this problem, this is an example based on the same kind of problem asked in […]
Chapter 12 Homework Then we can calculate phase currents
Solution 12.39 Find the real power absorbed by the load in Fig. 12.58. c b B C (36+j28) Ω (36+j28) Ω − + 100∠–30° V 100∠–150° + − (4+j2) Ω (4+j2) Ω Figure 12.58 For Prob. 12.39. Solution To find […]
Chapter 12 Homework Design a problem to help other students to better understand power
Solution 12.19 For the ∆–∆ circuit of Fig. 12.50, calculate the phase and line currents. Figure 12.50 For Prob. 12.19. Solution °∠=+= ∆18.4362.3110j30Z The phase currents are = °∠ °∠ == ∆ 18.4362.31 0440 Z V I ab AB 13.915∠–18.43° […]
Chapter 12 Homework In a balanced three-phase wye-wye system
Solution 12.1 (a) If 400 ab =V , then =°∠= 30– 3 400 an V V30–231 °∠ = bn V V150–231 °∠ = cn V V270–231 °∠ (b) For the acb sequence, °∠−°∠=−= 120V0V ppbnanab VVV °∠= […]
Chapter 11 Homework A power transmission system is modeled as shown in
Solution 11.83 (a) 2 2 W1.68835cos840cos === o SP θ (b) S = 840 VA (c) VAR 8.48135sin840sin === o SQ θ (d) (lagging) 8191.035cos/=== o SPpf ooo VIS35840)258)(60210( 1 1∠=−∠∠== ∗ Copyright © 2017 McGraw–Hill Education. All rights reserved. […]
Chapter 11 Homework I would add a capacitor in parallel with the hair dryer
Solution 11.68 Let cLR SSSS ++= where 0jRI 2 1 jQP2 oRRR +=+=S LI 2 1 j0jQP 2 oLLL ω+=+=S C 1 I 2 1 j0jQP2 occc ω ⋅−=+=S Hence, =S […]
Chapter 11 Homework First we identify a reference node and then label the unknown nodes
Solution 11.54 For the network in Fig. 11.73, find the complex power absorbed by each element. Figure 11.73 For Prob. 11.54. 20 Ω –j20 Ω 1∠0° A Solution Step 1. P10 = (1)210, Qj10 = (1)2(10), and we need to […]
Chapter 11 Homework Problem The voltage applied to a 10-ohm resistor is
Solution 11.34 472.420 2036 3 9 3 1 2 0 3 == = += rms f t frms = 4.472 6)3( 3 1 )( 1 3 2 2 2 0 2 0 22 […]
Chapter 11 Homework We now find The by writing and solving a nodal
At node 2, )25.025.0(75.00 4 5.0 4 21 2 1 21 jVV j V V VV +−+=→=+ − or V1 = (0.33333–j0.33333)V2 = (0.4714∠–45°)V2 (2) Substituting (2) into (1) leads to (1.25+j0.2)( 0.33333–j0.33333)V2 – 0.25V2 = 25 = [0.41666+0.066666 – […]
Chapter 11 Homework Calculate the maximum power absorbed by the load
Solution 11.1 )t50cos(160)t(v = i(t) = –33sin(50t–30˚) = 33cos(50t–30˚+180˚–90˚) = 33cos(50t+60˚) p(t) = v(t)i(t) = 160x33cos(50t)cos(50t+60˚) = 5280(1/2)[cos(100t+60˚)+cos(60˚)] = [1.320+2.640cos(100t+60˚)] kW. P = [VmIm/2]cos(0–60˚) = 0.5x160x33×0.5 = 1.320 kW. Copyright © 2017 McGraw–Hill Education. All rights reserved. No reproduction or […]
Chapter 10 Homework This must be compensated for by 3v=A
Solution 10.83 The schematic is shown below. The frequency is 15.159 2 1000 2/f = π =πω= When the circuit is saved and simulated, we obtain from the output file FREQ VM(1) VP(1) 1.592E+02 6.611E+00 -1.592E+02 Thus, vo = 6.611cos(1000t […]
Chapter 10 Homework After simulation, we print out the output file which includes
°∠= °∠ °∠ = − =43.911.0 43.1–01.40 904 j40 4j o V Therefore, =)t(v o 100 cos(4×104 t + 91.43°) mV Copyright © 2017 McGraw–Hill Education. All rights reserved. No reproduction or distribution without the prior written consent of McGraw–Hill […]
Chapter 10 Homework Find the Thevenin and Norton equivalent circuits at terminals a-b of
To find th V , consider the circuit in Fig. (b). )12060( 2j1 4j )12060( 20j10j5 20j th °∠ + =°∠ +− =V = 107.3∠146.56° V = °∠ °∠ == 7.33–633.21 56.1463.107 th th N Z V I 4.961∠-179.7° A […]
Chapter 10 Homework With these, we transform the voltage source in Fig
Solution 10.47 Let 321o iiii ++= , where 1 i , 2 i , and 3 i are respectively due to the 24-V dc source, the ac voltage source, and the ac current source. For 1 i , consider the […]
Chapter 10 Homework If we transform the voltage source, we have the circuit in Fig
Solution 10.32 Determine Vo and Io in the circuit of Fig. 10.80 using mesh analysis. Figure 10.80 For Prob. 10.32. Solution Consider the circuit below. For mesh 1, 03)30–10(2)42( 1 =+°∠−+ o jVI where )30–10(2 1 IV −°∠= o 3 […]
Chapter 10 Homework Although there are many ways to work this problem
I = 2.0000 2.1210 + 2.1210i >> V=inv(Y)*I V = 5.2793 – 5.4190i 9.6145 – 9.1955i Vs = V1 – V2 = –4.335 + j3.776 = 5.749∠138.94˚ V. Copyright © 2017 McGraw–Hill Education. All rights reserved. No reproduction or distribution […]
Chapter 10 Homework Let Vo be the voltage across the dependent current source
Solution 10.1 We first determine the input impedance. 1 1 10 10H j L jx j ω → = = 1 1 1 0.1 10 1 Fj jC jx ω → = = − 1 1 11 1 […]
Chapter 9 Homework The network in Fig. 9.87 is part of the schematic describing an industrial
Solution 9.76 (a) 2 8sin 5 8cos(5 90 ) o vtt= = − v1 leads v2 by 70o. (b) 26sin 2 6cos(2 90 ) o vtt= = − v1 leads v2 by 180o. (c ) 1 4cos10 4cos(10 180 ) […]
Chapter 9 Homework Make a delta-to-wye transformation as shown in the figure below
Solution 9.59 For the network in Fig. 9.66, find Zin. Let ω = 100 rad/s. Zin 100 mH 1 mF Figure 9.66 For Prob. 9.59. Solution At ω = 100 rad/s the capacitor becomes –j10 Ω and the inductor becomes […]
Chapter 9 Homework The nodal equation will give us VC
Solution 9.40 In the circuit of Fig. 9.47, find io(t) when: (a) ω = 1 rad/s (b) ω = 5 rad/s (c) ω = 10 rad/s io(t) 10 Ω 50 mF 2 H 10 Ω 5 sin (ωt) A Figure […]
Chapter 9 Homework No reproduction or distribution without the prior written
Solution 9.21 (a) oooo jF 86.343236.8758.48296.690304155 ∠=+=−−∠−∠= )86.3430cos(324.8)( o ttf += (b) ooo jG 49.62565.59358.4571.2504908 −∠=−=∠+−∠= )49.62cos(565.5)( o ttg −= (c) ( ) 40,9050010 j 1 Hoo =ω−∠+∠ ω = i.e. ooo 69.1682748.125.125.0j18025.19025.0H −∠=−−=−∠+−∠= h(t) = 1.2748cos(40t – 168.69°) Copyright […]
Chapter 9 Homework Although there are many ways to work this problem
Solution 9.1 (a) Vm = 50 V. (b) Period 220.2094 30 Ts ππ ω === = 209.4ms (c ) Frequency f = ω/(2π) = 30/(2π) = 4.775 Hz. (d) At t=1ms, v(0.01) = 50cos(30×0.01rad + 10˚) = 50cos(1.72˚ + 10˚) […]
Chapter 8 Homework When this is saved and simulated, we obtain the initial
Solution 8.71 The schematic is shown below. We use VPWL and IPWL to model the 39 u(t) V and 13 u(t) A respectively. We set Print Step to 25 ms and Final Step to 4s in the Transient box. A […]
Chapter 5 Each period during the earnings process
RELATION BETWEEN EARNINGS PROCESS AND REVENUE RECOGNITION METHODS ➢ In most situations, the revenue recognition criteria are satisfied at the point of product delivery. T5-46 Instructor’s Resource Manual, Chapter 5 5-59 Copyright © 2015 McGraw-Hill Education. All rights reserved. REVENUE […]
Chapter 8 Homework Since the independent source is equal to zero until
Solution 8.60 Obtain i1 and i2 for t > 0 in the circuit of Fig. 8.106. Figure 8.106 For Prob. 8.60. Solution Since the independent source is equal to zero until t = 0, i1(0) = i2(0) = 0. Applying […]
Chapter 5 The exclusive five-year right to operate the only
FRANCHISE ARRANGEMENTS • Assume that TrueTech starts selling TechStop franchises. TrueTech charges franchisees an initial fee in exchange for (a) the exclusive right to operate the only TechStop in a particular area for a five-year period, (b) the equipment necessary […]
Chapter 8 Homework Under This Condition The Circuit Shown Below
Thus, v(t) = Ldi/dt = [1.323(–Asin1.323t + Bcos1.323t)e–0.5t] + [–0.5(Acos1.323t + Bsin1.323t)e–0.5t] = [1.3229(5sin1.3229t – 1.8898cos1.3229t)e–0.5t] + [(2.5cos1.3229t + 0.9449sin1.3229t)e–0.5t] v(t) = [(–0cos1.323t + 4.536sin1.323t)e–0.5t] V = [(7.559sin1.3229t)e–t/2] V. Copyright © 2017 McGraw–Hill Education. All rights reserved. No reproduction or […]
Chapter 5 Lets Assume That True tech Bases The Estimate
RECOGNIZING REVENUE FOR CONTRACTS WITH MULTIPLE PERFORMANCE OBLIGATIONS ➢ Goal: Separate complex contracts into parts that can be viewed on a stand-alone basis. Steps 2 and 4 are critical to this process. ➢ Step 2: Identify the performance obligation(s) in […]
Chapter 8 Homework Since α is equal to zero, we have an undamped response
Solution 8.34 Calculate i(t) for t > 0 in the circuit in Fig. 8.82. 35u(–t) V 5 Ω Figure 8.82 For Prob. 8.34. Solution Before t = 0, the capacitor acts like an open circuit while the inductor behaves like […]
Chapter 5 Disclosure The Objective Help Investors Understand The
CHAPTER 5 Revenue Recognition and Profitability Analysis Overview In Chapter 4 we discussed net income and its presentation in the income statement. In Chapter 5 we focus on revenue recognition, which determines when and how much revenue appears in the […]
Chapter 8 Homework When the switch is off, we have a source-free parallel
Solution 8.18 When the switch is off, we have a source-free parallel RLC circuit. 5.0 2 1 ,2 125.0 11 ===== RC xLC o αω 936.125.04case dunderdampe 2 2 d=−=−=→< αωωωα oo Io(0) = i(0) = initial inductor current = […]
Chapter 8 Homework Since I0 But 0 Which Leads
Solution 8.1 (a) At t = 0–, the circuit has reached steady state so that the equivalent circuit is shown in Figure (a). VS + − 6 Ω (a) + − v 10 H 10 µF + − vL i(0-) […]
Chapter 7 Homework How Long Does Take The Voltage
Solution 7.75 In the circuit of Fig. 7.140, find vo and io, given that vs = 10[1 – e–t]u(t) V. vo vs − + 100 kΩ 100 kΩ 10 µF − Figure 7.140 For Prob. 7.75. Solution Let va = […]
Chapter 7 Homework Let i(t) be the current through the inductor.
Solution 7.58 For t < 0, 0)t(v o = For t > 0, 10)0(i = , 5 31 20 )(i = + =∞ Ω=+= 431R th , 16 1 4 41 R L th ===τ [ ] τ ∞−+∞= t– […]
Chapter 7 Homework where v1 is due to the 12-V source and v 2
Solution 7.39 (a) Before t = 0, = + =)20( 14 )t(v V4 After t = 0, [ ] τ ∞−+∞= t– e)(v)0(v)(v)t(v 8)2)(4(RC ===τ , 4)0(v = , 20)(v =∞ 8t– e)204(20)t(v −+= =)t(v Ve1620 8t– − 1 (b) […]
Chapter 7 Homework To find R th we replace the inductor by a 1-V voltage
Solution 7.19 In the circuit of Fig. 7.99, find i(t) for t > 0 if i(0) = 5 A. Figure 7.99 For Prob. 7.19. Solution To find th R we replace the inductor by a 1-V voltage source as shown […]
Chapter 4 This item is discussed elsewhere in your accounting
4-18 Intermediate Accounting, 8/e CHANGE IN ACCOUNTING ESTIMATE ► A change in accounting estimate is reflected in the financial statements of the current period and future periods. T4–12 Copyright © 2015 McGraw-Hill Education. All rights reserved. EARNINGS PER SHARE ➢ […]
Chapter 7 Homework where R th is the Thevenin equivalent at the capacitor
Solution 7.1 (a) τ=RC = 1/200 For the resistor, V=iR= 200 200 3 56 56 8Re 10 7 k 8 tt e x R − −− = → = = Ω 3 11 0.7143 200 200 7 10 C […]
Chapter 4 A distinction often is made between operating and
CHAPTER 4 THE INCOME STATEMENT, COMPREHENSIVE INCOME, AND THE STATEMENT OF CASH FLOWS Overview The purpose of the income statement is to summarize the profit-generating activities that occurred during a particular reporting period. Comprehensive income includes net income as well […]
Chapter 6 Homework Solution 674 001 103 Sec Rc 02
Solution 6.74 RC = 0.01 x 20 x 10-3 sec secm dt dv 2.0 dt dv RCv i o−=−= <<− << <<− = 4t3,V2 3t1,V2 1t0,V2 v o Thus vo(t) is as sketched below: -2 […]
Chapter 3 The dictionary defines the term provision
3–56 Intermediate Accounting, 8/e IFRS Case 3–4 Requirement 1 A major difference is the format of Vodafone’s balance sheets (statements of financial position). Under U.S. GAAP, we present current assets and liabilities before noncurrent assets and liabilities. IAS No. 1 […]
Chapter 6 Homework Figure 684 For Prob 662 Solution A
Solution 6.60 8 15 5//3== eq L ( ) tt eqo ee dt d dt di Lv 22 154 8 15 −− −=== ∫∫ −− +=−+=+= tt tt t ooo edteidttv L I i 00 22 0 5.12)15( 5 1 […]
Chapter 3 Current maturities of long-term debt
Problem 3–4 authorized; 400,000 shares issued and outstanding …………. $400,000 Retained earnings ………………………………………………………….. 202,000 Total shareholders’ equity ………………………………………… 602,000 Total liabilities and shareholders’ equity …………………. $992,000 (1) Includes $30,000 in U.S. treasury bills. WEISMULLER PUBLISHING COMPANY Balance Sheet At December […]
Chapter 6 Homework from the initial condition for i needing to be 0.3 A.
Solution 6.40 10, 2 4 30 5 , 4 6 i t ms t t ms = << − << 3 3 5, 0 2 25, 0 2 5 10 0, 2 4 0, 2 4 10 […]
Chapter 3 The topic number that provides guidance on
2. (A) in the summary of significant policies note. 3. (C) on the face of the balance sheet. 4. (B) in a separate disclosure note. 5. (B) in a separate disclosure note. 6. (A) in the summary of significant policies […]