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University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 1OVERVIEW OF FINANCIALMANAGE
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 2ACCOUNTING ANDFINANCIAL STA
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 4FINANCIAL STATEMENTANALYSIS
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 5PROFIT PLANNING ANDDECISION
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 6WORKING CAPITALMANAGEMENTC
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 7PLANNING, BUDGETING,AND CON
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 8SOURCES AND FORMS OFFINANCI
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 9COST OF CAPITAL, CAPITALSTR
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 10TIME-VALUE-OF-MONEYCONCEPT
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 11CAPITAL BUDGETINGCopyright
University of Wollongong - FIN - 111
Finance for Non-Financial Managers, 6th editionPowerPoint Slidesto accompanyPrepared byPierre Bergeron, University of OttawaCopyright 2011 Nelson Education LimitedFinance for Non-Financial Managers, 6th editionCHAPTER 12BUSINESS VALUATIONCopyrigh
Cornell - PHYS - 2213
Physics 2213Solutions for Homework #11Page 1 of 10Spring 2012#29.34 [Moving Square Loop]Choose the direction of the loops area vector, A , to be parallel to the magneticfield (out of the page). The corresponding positive direction around the loop is
Cornell - PHYS - 2213
Physics 2213Solutions for Homework #12Page 1 of 7Spring 2012#2. [Mutual Inductance](a)The mutual inductance is defined as 2 = M di1 .Substitute into thisdtrelation the induced emf in coil 2 from HW #11, problem #2, and the current incoil 1 give
Cornell - PHYS - 2213
Physics 2213Solutions for Homework #13Page 1 of 9Spring 2012#30.36 [Radio Tuning Circuit]11(a)L= 2 == 2.37 mH C 2 1.6 10 6 s 1 2 4.18 10 12 F11(b)C= 2 == 3.67 10 11 F = 36.7 pF L 2 540 10 3 s 1 2 2.37 10 3 H()()()()#30.58 [Free-runn
Austin Community College District - MATH - 370
MATD 0370 Final Exam Review10/01/09Review for Elementary Algebra Final ExamThe quadratic formula will be provided on the final exam.Students are expected to know from memory all other relevant formulas, including:-Sum of the angles in a triangle-P
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
CHEM 1111 General Chemistry I LabSection number(s): 053 & 153Synonym(s): 16284 & 16303Professor: MADAN MOHANOffice Number: CYP Bldg. 2204 Room # 12Phone Number: (512) 223-2114E-mail address: mohan@austincc.eduOffice Hours: T, Th: 12:00PM-2:00PMCOU
Austin Community College District - CHEM - 1311
CHEM 1112 General Chemistry II LabSection number(s): 004 & 104Synonym(s): 16307 & 16317Professor: MADAN MOHANOffice Number: CYP Bldg. 2204 Room # 12Phone Number: (512) 223-2114E-mail address: mohan@austincc.eduOffice Hours: T, Th: 12:00PM-2:00PMCO
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
Elementary Algebra - MATD 0370Spring 2012, Homework Quiz 2Name: _Due Monday, February 27, 2012Instructions: Work each problem and write your answers in the spaces provided. In order to receivecredit, you must show your work.Describe the graph using
Austin Community College District - CHEM - 1311
General Chemistry II - LabGeneral Chemistry II - LabCHEM-1112Fall 201108/22/2011 - 12/11/2011Course InformationSection 004LaboratoryW 7:40AM - 10:20AMCYP1 1132Madan Mohanmohan@austincc.edu(512) 223.2114Section 104LaboratoryM 7:30AM - 10:20A
Austin Community College District - CHEM - 1311
Matd 0370 Homework and Test Due Dates(12wk online)Written Homework AssignmentsIn the table below are the homework problems out of your textbook that should be worked out onpaper and turned in before each test. In addition to these problems, you are als
Austin Community College District - CHEM - 1311
2325 - Organic Chemistry IICourse (Lecture) Syllabus Summer 2011 [M, W]Section number(s): 005 & 004; Synonym: 27761 & 30545Professor: MADAN MOHANOffice Number: CYP Bldg. 2204; Room # 12Phone Number: (512) 223-2114E-mail address: mohan@austincc.eduO
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
Austin Community College District - CHEM - 1311
Weekly Schedule for MATD 0370 Elementary AlgebraWeekStarting1: TueJan 172: MonJan 233: MonJan 304: MonFeb 65: MonFeb 136: MonFeb 207: MonFeb 27AssignmentHW 1.1*HW 1.2*HW 1.3*HW 1.4*HW 1.5*HW 1.6*HW 1.7*HW 1.8*Online Quiz & Writte
Ben-Gurion University - EE - 361
7.26 1 ( ): , , : , -. 2 (.)aliasing -( 2)., ,
Ben-Gurion University - EE - 361
Introduction to Signal ProcessingHome Work #1Solutions
Ben-Gurion University - EE - 361
Introduction to Signal ProcessingHome Work #2 0102 'Solutions :
Ben-Gurion University - EE - 361
Introduction to Signal ProcessingHome Work #3 1 2 - 3 4 0102, ' 1 2 3 4
Ben-Gurion University - EE - 361
Introduction to Signal ProcessingHome Work #4Solutions
Ben-Gurion University - EE - 361
IntroductiontoSignalProcessingHomeWork#5 0102 'Solutions
Ben-Gurion University - EE - 361
Introduction to Signal ProcessingHome Work #6 - FFTQ.1Compute the 8-point DFT of the sequence x = [1 1 1 1 1 1 1 1] by using the decimationin-time FFT algorithm.Q.2Derive the radix-2 decimation-in-time algorithm as a special case of the more general
Ben-Gurion University - EE - 361
Introduction to Signal ProcessingHome Work #7Q.1Consider two sequences x[n] and h[n] of length 30, where h[n] is non zero only in theinterval 10 n 19. We dene y [n] and w[n] as linear and circular convolutions ofx[n] and h[n] respectively. Find the r
Ben-Gurion University - EE - 361
Introduction to Signal ProcessingHome Work #87.1 Determine a realization for the following linear phase filters, using minimumpossible number of multiplications.(a) h[n] = cfw_1,2,3,4,3,2,1(b) h[n] = cfw_1,2,3,3,2,1v[n]Question from DSP exam 2006S
Ben-Gurion University - EE - 361
Answers to students questions regarding exercise 1Shahar Villeval14/8/20111Question 7.11As shown in class, we may derive the DTFT from the fourier transform of a signal multipliedby an impulse train.Given a continuous-time signal xc (t) and its ser
Ben-Gurion University - EE - 361
MOS InvertersDigital Electronics - INEL 4207Prof. Manuel JimnezWith contributions by:Rafael A. Arce NazarioObjectives: Introduce MOS Inverter StylesResistor LoadEnhancement Load Saturated / LinearDepletionComplementary (CMOS) Perform DC analysi
Ben-Gurion University - EE - 361
Ben-Gurion University - EE - 361
1 " ' , RC/, 1. :. .. , - RL=6, 16, 36)Vin (t2. :. R1=3. R2=10. R3=7. R4=3. R5=2. C=5F6 volt4RC1R2R)Vin (t5R3 volt3Rtime t , .)0,0()(b)(a3. 3
Ben-Gurion University - EE - 361
Solution for homework 2I. PROBLEM 1 EXTRACTING PARAMETERS FOR THE UNIFIED MODELA.From the figure above, determine the following parameters: V T0 , , .V T0This one should immediately signal you to look at a curve(s) that dont havebody-effect. That me
Ben-Gurion University - EE - 361
2 " ' 1. I-V nMOS 1/01= .W/L - |-2F|=0.6V ( ,) 0 VT ()2. :, : |VDSAT|=1V-.|-2F|=0.6V. nMOS ?pMOS. ( ,) 0 VT (). .3. - VTC :
Ben-Gurion University - EE - 361
CMOS 3 " ' 1: VTC . , nMOS- pMOS . , nMOS" " " " .VDD=3.3VVDD=3.3V/3WminLmin/1.2Wmin1.2LminVinVoutVout/3.6Wmin1.2LminVin/WminLmin CMOS 1= nn , : 1 ; = p 0.5V 2 ; = 0.05V 1 ;
Ben-Gurion University - EE - 361
3 " ' CMOS 1: VTC . , nMOS- pMOS . , nMOS" " " " .VDD=3.3VVDD=3.3V/3WminLmin/1.2Wmin1.2LminVoutVout/3.6Wmin1.2LminVinVin/WminLminCMOS1 , : 1; n p 0.5V 2 ; n 0.05V 1; p 0.1V A2V
Ben-Gurion University - EE - 361
4 " ' ' 1: Cg=Cint=Cunit .R PUN =R PDN =Runit. .. ) ( ?VDD. N .C L =40fF , .. - N '?
Ben-Gurion University - EE - 361
4 " ' ' 1: Cg=Cint=Cunit .RPUN=RPDN=Runit. .. ( ) ?VDD. N .CL=40Cunit , .. - N '?
Ben-Gurion University - EE - 361
Solution for homework 2I. PROBLEM 1 EXTRACTING PARAMETERS FOR THE UNIFIED MODELA.From the figure above, determine the following parameters: VT0, , .VT0This one should immediately signal you to look at a curve(s) that dont havebody-effect. That means
Ben-Gurion University - EE - 361
3 " ' CMOS 1: VTC .,nMOSpMOS.,nMOS"".VDD=3.3VVDD=3.3V/3WminLmin/1.2Wmin1.2LminVinVoutVout/3.6Wmin1.2Lmin/WminLminVin CMOS ,
Ben-Gurion University - EE - 361
4 " ' ' 1: Cg=Cint=Cunit.RPUN=RPDN=Runit.1. )(2.?VDDN.CL=40fF3., .
Ben-Gurion University - EE - 361
: " .
Ben-Gurion University - EE - 361
- ' 18631163 www.ee.bgu.ac.il/~scp ' - " ' 4 MOS) (. , . : 0 OX r OX 0 , Si r Si Si KTq 2 niVT KT q , ( i - Intrinsic Debye length ) i - -q
Ben-Gurion University - EE - 361
- ' 18631163 www.ee.bgu.ac.il/~scp ' - " ' 81( : number of EHP cm3 secd 2 Pn x Pn x 0 Gop x 2 dxp. Dp Gop x 0 e x. ) p in ( :W x C1 ex2niNDLp L2p0
Ben-Gurion University - EE - 361
- ' 18631163 www.ee.bgu.ac.il/~scp ' - " ' 01 p i n:5 102 cm104 cm4 104 cmni3N d 1016 cm p3N A 1013 cm x381NA 10 cmPinhLd 104 cm0w 1mW ) 632.8nm .( He Ne 2 A 1cm 6.3 nSi
Ben-Gurion University - EE - 361
- ' 18631163 www.ee.bgu.ac.il/~scp ' - " ' 11. , GaAs n . GaAs p. )" ( 11 E Ec KT . E Ev KT22. %09 " , %09 "
Ben-Gurion University - EE - 361
- ' 18631163 www.ee.bgu.ac.il/~scp ' - " ' 211. ?2. ?Hetero Structure3. LED 3 :. ) (.. .. .5. , ,Ga1-xAlxAs ,X :3-NA=1017cm0=G a As x+P3-NA=1017