EE321F05 Exam2 Solutions pdf
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Date: 2010-11-12
Students 58 total Grades EE321 Exam 2 Grades Avg Std 63 Avg 49 Avg-Std 35 Avg-2 Std 21 8 Students 25 Students 16 Students 7 Students 2 Students.
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Date: 2012-07-06
EXAM2:SOLUTIONS Q1. Whatis SOLUTION: P 1250W; V 115V:P IV I PV 10:9AP V2R R V2P 10:6 R;I 10:6;10:9A Q2. Earth smagnetic eld 60 T ward50 tothehorizontal. s eld. SOLUTION: x-axis lies along.
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Date: 2010-11-12
EXAM2:SOLUTIONS Q1. Whatis SOLUTION: P 1250W; V 115V:P IV I PV 10:9AP V2R R V2P 10:6 R;I 10:6;10:9A Q2. Earth smagnetic eld 60 T ward50 tothehorizontal. s eld. SOLUTION: x-axis lies along.
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Exam2:Solutions Problem1. 1modulo25. Solution. Problem2. a 37 53 73and211 35 59. b 11 132 17and13 17 193. Solution. a gcd 37 53 73;211 35 59 35 53. lcm 37 53 73;211 35 59 211 37 59 73. b gcd 11 132 17;13 17 193 13 17. lcm 11 132 17;13 17 193 11 132 17 193
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Exam2:Solutions MATH221 Section002 Problem1. GivenmatricesA 110011 and2411011035; nd a A B; b B A. Solution. a A B 110011 2411011035 1 1 _ 1 0 _ 0 1 1 1 _ 1 1 _ 0 0 0 1 _ 1 0 _ 1 1 0 1 _ 1 1 _ 1 0 1111 : b B A 2411011035 110011 24 1 1 _ 1 0 1 1 _ 1 1 1 0
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Date: 2012-01-13
Exam2 Psych3101-400, Fall11 Vocabulary 1. Point estimate: A single number that is your best guess for the value of a population parameter 2. Binomial.
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Date: 2011-11-24
MATH2263Name Print : Exam2:Solutions and7problems. Showyourwork. All. Toreceivefull. 1 15pts 2 15pts 3 15pts 4 10pts 5 10pts 6 15pts 7 20pts Total 100pts 1. 15pts.
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Date: 2011-11-10
MATH2263Name Print : Exam2:Solution July14,2011 and6problems. haveall8pages. ,orp 2. simplifycos 4 p2 2,e0 1,andsoon. Showyourwork. Allan- ofde niteandinde niteintegrals. Yourworkshould.
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Date: 2013-04-10
1 CPSC851 Fall2012 Exam2 Solution Last update: 11/26/2012 This exam is closed book and closed notes. The exception i s that you are allowed.
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MATH2263Name Print : Exam2:Solutions and6problems. Checktomake. Nographing. Scienti. Showyourwork. All. Toreceivefull. 1 15pts 2 20pts 3 15pts 4 15pts 5 15pts 6 20pts Total.
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Date: 2011-04-16
MATH2263Name Print : Exam2:Solutions and6problems. Checktomake. Nographing. Scienti. Showyourwork. All. Toreceivefull. 1 15pts 2 20pts 3 15pts 4 15pts 5 15pts 6 20pts Total.
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Date: 2011-11-01
Exam 2- Solutions Math 308. 200 Spring 2002 Name: Student ID: Signature: The followingexam. xtra credit points. P artial creditwillbea w arded. Write.
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Date: 2012-02-29
EXAM2 1 18points A 0BB 11123401 1114 204352 32469101CCAB 0BB 10201 201 1002000112 not. a A ofA. Solution: 100 2 20 A. A is3,thevectors. b A ofA. Solution: Thevectors0BB 10231CCA;0BB 11021CCA;0BB 21361CCA; A A areredundant.
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Date: 2011-12-24
Name: StudentID: Math1011 Summer2011 Exam2 Showallwork. calculator. 1. somethingdi. Solution: s,orthree s,etc. 43 482 525 44 481 525 43 482 525 44 481 525 ! 13 2:28 2. Solution:. events. thatorderis 16 5. e. g. SoP 1;2;3;4;5.
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Disclaimer: Per your request from some of in last class, I am writing the solution to practice exam2. I am writing it for you under time constraint and solving.
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forBusiness Exam2 Name:StudentID: Section circleone : 202 SeenaeChong,TR9 204 205 206. 5-by-11-inch orA4 sheetofpaper. You cients. Yourscore: 19 3 Yourscore: 1 Name: showyourwork. dice. 1. 2 Solution:1.
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Math241,Exam2. 10/26/11. Name:. Showallwork. Doproblem1onp. 1,problem2onp. 2,. nalanswer. 1. 10points : Supposethatf x;y x4 3y32x3 y3. Doeslim x;y ! 0;0 f x;y exist Ifitexists, giveitsvalue. Solution : Approachalongx.
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Math142,Exam2. 10/12/10. Name:. Showallwork. nalanswer. 1. 20points. convergent or diver- gent. a 10points :Z511px 1dx. Solution: x 1:Z511px 1dx Z401pudu limt!0 Z4tu.
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Math544,Exam2. 10/10/10. Name:. Showallwork. nalanswer. 1. 15points : Findthe inverse ofthematrixA 0 10313101 11A,ifitexists. Solution:A 0 1j0011A !R27!R2 R10 103j10003 2j 11001.
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Date: 2011-10-22
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Instructions. Thenanswerthe. Question Points 10 Total:100Name: 1. a 4points f x x50 2x 1. Solution:f0 x 50x49 2. b 4points f x sin x cos 2x. Solution:f0 x cos x 2sin 2x. c 4points f x 2x 1x 2. Solution:f0 x 5 x 2 2 d 4points f x 5x 1 10 tan x. Solution:f0
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Date: 2010-12-21
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LinearAlgebra Summer2008 Writeyourname: 2points. In problems1 5. 1. 4matrixofrank5. TrueFalse Solution. False. 2. Ax. TrueFalse Solution. True. A A. Thelinearsystem b. 3. v ontoavector w. TrueFalse Solution.
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Math433Exam2 AppliedAlgebra Summer2009 Instructions. Explain. 1. disjoint cycles. Solution. ! 5. cycles 1234 56. 2. S 10 Solution. hasorder30. 3. de lows:a b 5ab where ab multiplication. Solution.
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1 Suppose X 1 2. suchthatY a 2. SOLUTION:Y a b 1 2Z a b 2 bZ where Z. Hencewemusthave a b 2and2b 1. Thereforeb 1 2anda 3 2. 2 LetXandY 1. X Y SOLUTION:Prob X Y Prob X 0andY 0 Prob X 1andY 1 Prob X 2andY.
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ECE 350 Spring 2009 - Exam 2 Name:_Solutions 1 April2009 ECE 350 Exam 2, Spring 2009 page 1/5 ECE 350 Signals and Systems Spring 2009 Exam 2 - Solutions One 8 ½ x 11 sheet.
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King Fahd University of Petroleum and Minerals, Department of Accounting MIS Major Exam 2 With Solution MIS 490 INFORMATION RESOURCES MANAGEMENT 1. Describe changes.
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ECE 6412 - Spring 2003Page 1 EXAMINATION NO. 2 - SOLUTIONS Average Score 70/100 Problem 1 - 25 points Solution The small-signal voltage gain can be gm1Rout gm2Rout.
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2 81xdx 181Z821pudu 181 2u3 23 821 2243 823 2 1 :4. IftheintegralZ 20sin2 x dx Solution:Letf x sin2x. 3, x 13 2 0 6:Z 20sin2xdx 12 6 f 0 2f 6 2f 2 6 f 2 120 0 2 12 2 2 p32!2 11A 12 12 32 1 4:5. Solvethedi y xex:Solution: 1xlnxy P x y Q x x 1xlnx. lnx ,and
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ECE 4420 Ð Spring 2005Page 1 EXAMINATION NO. 2 - SOLUTIONS Average score 77/100 Problem 1 - 25 points Solution 2ÏF VBS - γ2ÏF 0. 4 0. 2 0. 88 1. 2 - b. Ignore bulk effects.
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Spring 2010 PHY 2054 Exam II Solutions Problem1 Solution: Due to the Doppler effect, the difference in the frequency of the radar signal electromagnetic wave f as measured.
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Date: 2010-11-12
SOLUTIONS 1. L ismountedonthe x -axis. Seesketch. ax. Here a isaconstant 2. thepoint P adistance D nitytobe zero. PDLx 1 ka L D ln 1 L D 2 ka L Dln 1 L D 3 ka L D ln 1 L D 4 ka D Lln 1 L D 5 ka D L ln 1 L D SOLUTION: Lineelement dx haschargedq dx D frompo
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Date: 2010-11-12
100pointstotal 0. 5pts. 1. 20pts. ngsignals: a x t cos 5t e 2t u t Solution: cos 5t u t 12 ! 5 1j ! 5 ! 5 1j ! 5 e 2tu t 1j! 2X ! 12 ! 5 1j ! 5 ! 5 1j ! 5 1j! 2 b x t 1 t p2 t Solution:p2 t 2sinc ! tp2 t 2jdd!sinc ! X ! 2 sinc ! jdd!sinc ! c x t Zt0e 3 t
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Date: 2011-11-19
April8,2011 Solutions 1. Considerthe -termsIdef x:x ,Kdef xy:x ,and!def x:xx. a Reducetheterm !K!II. 12 Solution. !K!II x:xx xy:x x:xx x:x x:x ! xy:x.
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Date: 2011-10-27
100pointstotal 0. 5pts. 1. 20pts. ngsignals: a x t cos 5t e 2t u t Solution: cos 5t u t 12 ! 5 1j ! 5 ! 5 1j ! 5 e 2tu t 1j! 2X ! 12 ! 5 1j ! 5 ! 5 1j ! 5 1j! 2 b x t 1 t p2 t Solution:p2 t 2sinc ! tp2 t 2jdd!sinc ! X ! 2 sinc ! jdd!sinc ! c x t Zt0e 3 t


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