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Universiteit Maastricht - F - 3033
3/6/2003Chapter 16. Mini CaseSituation Southeastern Steel Company (SSC) was formed 5 years ago to exploit a new continuous-casting process. SSC's founders, Donald Brown and Margo Valencia, had been employed in the research department of a major integrat
Universiteit Maastricht - F - 3033
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59A Ch 19 Mini CaseBCDEFGHI 3/11/2003Chapter 19. Mini Case for Hybrid Financing:
Universiteit Maastricht - F - 3033
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59A Ch 19 Mini CaseBCDEFGHI 3/11/2003Chapter 19. Mini Case for Hybrid Financing:
Universiteit Maastricht - F - 3033
CHAPTER 19Hybrid Financing: preferred stock, warrants, and convertiblesC.(5) The warrants have a cost which must be added to the coupon interest cost. If the warrants are exercised in 5 years, then Edusoft would be exchanging stock worth $36.75 for 1 w
UCLA - ART&ARC - 10
Aulos: instrument like oboe in ancient t imes o Aulos competition by Greeks America is a bubble-up culture, not t r ickled down like F rance/other Western cultures o Black culture is the biggest export. o Bubble up: Coke, Pepsi, baseball cap backwards, n
UCLA - ART&ARC - 10
10/22/08 Mark OConnor very famous. B4 I N the quarter, Polyte played i t. 1. Mark OConnor is a vi rtuoso of the crossover: he was good at something, but experimented with other branches of music. 2. He was born in Seattle, cultural center of the US. 3. Pl
UCLA - ART&ARC - 10
Ch52: Population Ecology (cond) 1. fecundity is also a key part of a life table; its defined as # of females produced by each female. 2. An organisms life history consists of how it allocates its resources to growth, repro, and activity related to surviva
UCLA - ART&ARC - 10
In the culture of the Colombian town in which the narrative takes place, honor is taken very seriously. Nobody in the novel ever questions any action that is taken to preserve someone's honor, since it is commonly believed to be a fundamental moral trait
UCLA - ART&ARC - 10
4/7/09 1. Light treatment of serious subject shows (death) brings Jack comfort,which is of course the purpose of comedy. Light treatment of serious subject matter.2. He took from Stern narrative strategies (interruptions) to recreate thereal. Diderot m
UCLA - ART&ARC - 10
Yaeji Lee 12/1/08 Druid Theatre The event began when I started my peaceful walk to the MacGowan T heatre with my boyfriend and my friend Sarah. We went through the sculpture garden and wooded areas in the perimeter of the school. I t was n ight, so there
UCLA - ART&ARC - 10
Ch 52: Population Ecology1. Life tables summarize how likely it is indivs will survive nreproduce. The growth rate can be calculated from life-table data or from direct observartion.2. Researchers observe wide variety of patterns when they trackchange
UCLA - ART&ARC - 10
EPISODE 14: j * : ( j : X * : ( : ( : : k + . @ k ` . X 7@ 7 * V . + D , 9 , h* l : ( + , @ V @ + . , j @ , * , / E k 9 /h l ' . * .+
UCLA - ART&ARC - 10
Comp Lit 2CW Spring 2009 Dr. Carole Viers Final Paper (6-7 pages; typed, double-spaced, 1 margins): Comparative Essay Due: Tuesday, June 9th by 2:00 p.m. both online through turnitin.com and in hard copy to be turned in to your TAs mailbox in Humanities 3
UCLA - ART&ARC - 10
YaejiLee 5/14/09 GoingbeyondPassion Evenstrongpassionsandfervententhusiasm,whengoingbeyondhuman limits,canbedangerous.InMaryShelleysFrankenstein
UCLA - ART&ARC - 10
Ch31: Fungi (continued) 1. the spore is most fundamental reprod cell, the dispersal stage in fungal life cycle, and produced in huge numbers during asexual & sexual reproduction. 2. If a spore falxxxxxxxxxls on food source n is able to germinate, a myceli
UCLA - ART&ARC - 10
Yaeji Lee 603675077 Demo 2C 10/4/09 Individual proposal for further research The second part of our lab assignment is this individual proposal for further research on the topic of memory. A proposal is similar to the beginning of a scientific paper, provi
UCLA - ART&ARC - 10
#3: pH 5.20 5.34 5.56 5.85 6.19 6.50 6.66 6.98 7.34 7.59 7.83 8.31 9.19 10.00 10.29 10.68 10.72 10.99 11.40 11.71 12.07 NaOH 1.2 1.4 2.4 2.8 3.0 3.1 3.1 3.6 3.7 3.91 3.93 3.95 3.96 3.97 3.98 3.99 4.00 4.01 4.02 4.03 4.19
UCLA - ART&ARC - 10
Hanoolim Internship Application 2008-2009 Name_Yaeji Cindy Lee_ Year_Freshman_ Birthday_03/17/1990_ Phone number_714) 732-1408_ Email_lee.yaeji@yahoo.com_ Objective of internship -Understand Hanoolim as an organization -Experience inner workings of HOL as
UIllinois - ECE - 329
ECE-329Fall 2008Homework 5 SolutionOctober 23, 20081. Let us consider the following four plane waves in free space, E1 = 2 cos(t z ) x V mE2 = Eo (cos(t z ) sin(t z ) x y H3 H4V m A = cos(t + z + ) + sin(t + z ) x y 3 6m A = cos(t x) + sin(t x) . z
UIllinois - ECE - 329
ECE-329Fall 2008Homework 6 SolutionOctober 12, 20081. Some identities. a) Given E = Ex x + Ey y + Ez z and H = Hx x + Hy y + Hz z , we show the following, H EE H = Hx Ey Ey Ez Ex Ez Ex + Hy + Hz y z z x x y Hy Hy Hz Hx Hz Hx Ex Ey Ez y z z x x y Ey Hy
UIllinois - ECE - 329
ECE-329Fall 2008Homework 8 SolutionOctober 20, 20081. The electric eld of a plane wave propagating in some medium with = 10o is described by E = 10ez cos(t + z ) x where 2 m1 and = 2 107 rad/s. a) Since the wave propagates in the z direction, the phas
UIllinois - ECE - 329
ECE 329Homework 13Due: Thu, Dec 4, 2008, 5PM1. Smith Chart derivation: Since = z1 r + jx 1 [(r 1) + jx][(r + 1) jx] (r 2 + x2 1) + j 2x = = = r + j i , z+1 r + jx + 1 (r + 1)2 + x2 (r + 1)2 + x2 r = (r 2 + x2 1) 2x and i = , (r + 1)2 + x2 (r + 1)2 + x2
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - HWK #1 Solutions3/29/09 8:32 PMHWK #1 SolutionsSOLUTIONS Problem 1.1 Before we begin, notice that each of the 5 cards has 16 numbers, exactly one of which is a power of 2. The numbers are listed i
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - HWK #2 Solutions3/29/09 8:31 PMHWK #2 SolutionsProblem 2.1 a . If X has no errors, it must have an even number of ones - because an even parity bit was appended when it was sent. So we need to out
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - HWK #3 Solutions3/29/09 8:31 PMHWK #3 SolutionsProblem 3.1 a . To draw a 2-level NAND network, we first need to write f in SOP form. f(a,b,c,d) = (a + b') XOR (a' + c + d) = (a + b')' (a' + c + d)
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - HWK #4 Solution3/29/09 8:31 PMHWK #4 SolutionProblem 4.1 h(A,B,C,D)= OR(m1 ,m 4 ,m 5 ,m 6 ,m 10,m 12,m 13,d2 ,d3 ,d11,d15) h(A,B,C,D)= AND(M 0 ,M 7 ,M 8 ,M 9 ,M 14,d2 ,d3 ,d11,d15) (b) There are 4
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - HWK #5 Solution3/29/09 8:31 PMHWK #5 SolutionProblem 5.1 For convenience, let's first write the functions in canonical SOP form and draw the K-maps: f(x,y,z) = AND(M1,M4,M6) = OR(m0,m2,m3,m5,m7) g
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - HWK #7 Solution3/29/09 8:31 PMHWK #7 SolutionECE 290Problem 7.1.Problem Set #7Due: March 11, 2009https:/mallard.cites.uiuc.edu/ECE290/material.cgi?SessionID=ramaitefault&title=HWK%20%237%20Sol
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - HWK #8 Solution3/29/09 8:30 PMHWK #8 SolutionProblem 8.1 a . The Next state table is shown below:Current State Inputs Next State Outputs QA 0 0 0 0 0 0 0 0 1 1 1 1 1 1 1 1 QB 0 0 0 0 1 1 1 1 0 0
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - Lab #2 Solutions3/29/09 8:33 PMLab #2 SolutionsLab 2 SolutionXOR block diagramfull adder block diagramhttps:/mallard.cites.uiuc.edu/ECE290/material.cgi?SessionID=ramaithutorial&title=Lab%20%232
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - Lab #3 Solutions3/29/09 8:33 PMLab #3 SolutionsLab 3 SolutionsFull AdderFull Adder SimulationRipple Adderhttps:/mallard.cites.uiuc.edu/ECE290/material.cgi?SessionID=ramaithtutorial&title=Lab%2
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - Lab #4 Solutions3/29/09 8:33 PMLab #4 Solutionshttps:/mallard.cites.uiuc.edu/ECE290/material.cgi?SessionID=ramaithtutorial&title=Lab%20%234%20Solutions&bodyargs=&id=lab4_sol_f07&num=Page 1 of 3M
UIllinois - ECE - 290
Mallard ECE 290: Computer Engineering I - Spring 2009 - Lab #5 Solutions3/29/09 8:33 PMLab #5 SolutionsLab 5 Solutions CircuitDo Fileforce force force force force /CLK 1 @0, 0 @5 -repeat 10 /PRE 0 @0 /CLR 1 @0, 0 @1 /Enable 1 @0 /X 1 @5, 0 @35, 1 @65
UIllinois - ECE - 329
ECE-329Spring 2009Homework 1 SolutionJanuary 26, 20091. Given vectors A = 3 + y 2, x z we can calculate the following. b) The vector A + B 4C = 10 15. y z d) The unit vector u = A+2BC |A+2BC|B = x + y z, C = x 2 + 3, y za) The vector D = A + B = 4
UIllinois - ECE - 329
ECE 329Homework 2Due: Feb 3, 2009, 5PM1. Charges Q1 = 8 o C and Q2 = Q1 /2 are located at points P1 and P2 having the position vectors r1 = x = (1, 0, 0) m and r2 = x = (1, 0, 0) m, respectively. Determine the electric eld vector E at points P3 and P4
UIllinois - ECE - 329
ECE-329Spring 2009Homework 2 SolutionJanuary 29, 20091. Charge Q1 = 8oCis placed at r1 = (1, 0, 0) and generates E1 (x, y, z ) = Q1 r r1 (x + 1) x + y y + z z V . 3 =2 3/2 m 4 o |r r1 | (x + 1)2 + y 2 + z 2 ) Q2 r r2 (x 1) x + y y + z z V . 3 = 3/2
UIllinois - ECE - 329
ECE 329Homework 3Due: Feb 10, 2009, 5PM1. Faradays law states that emf E calculated for any closed loop C in 3D space equals the decay rate d of magnetic ux dt SB dSthrough any surface S bounded by the loop. For loop C with a xed shape, the emf is E
UIllinois - ECE - 329
ECE-329Spring 2009Homework 3 SolutionFebruary 19, 20091. Faradays law, Cd E dl = dt B dS,Sstates that the electromotive force E = C E dl around any closed loop C equals the time rate of change of the magnetic ux = S B dS through any surface S bo
UIllinois - ECE - 329
ECE 329Homework 4Due: Feb 17, 2009, 5PM1. Curl and divergence exercises: a) On a 25-point graph consisting of x and y coordinates having the integer values cfw_2, 1, 0, 1, 2 sketch the vector eld F = x x + y y and nd F (curl of F) and F (divergence of
UIllinois - ECE - 329
ECE-329Spring 2009Homework 4 SolutionFebruary 18, 20091. Curl and divergence exercises. a) F = x x + y y 2 1 y -axis 01 2 2 1 0 x -axis 1 2 Curl F= Divergence b) F = y x x y 2 1 y -axis 0x x xy y yz z 0= 0.F= (x) + (y ) = 1 + 1 = 2 . x y1 2
UIllinois - ECE - 329
ECE 329Homework 5 ( ) = 0 and Due: Thursday, Feb 24, 2009, 5PM ( + A) = 0: y y + z z.1. Verifying vector calculus identities,a) The gradient of a scalar eld is dened as x xAssuming that the order of dierentiation can be switched, show that Consequ
UIllinois - ECE - 329
ECE-329Spring 2009Homework 5 SolutionFebruary 17, 20091. Verifying vector calculus identities, ( ) = 0 and ( A) = 0 .a) The gradient of a scalar eld is dened as = Taking the curl, we obtain x y z ( ) = x y z x y z = y z z x y y = 0. x+ y+ z. x y z y
UIllinois - ECE - 329
ECE 329 1. Verify that vector identityHomework 6 H EE H=Due: Tue, March 3, 2009, 5PM (E H)y holds for E = 2ez and H = 4ez by expanding both sides of the identity. Treat as a real x constant. 2. Consider an innite surface current density Js = xJso cos(
UIllinois - ECE - 329
ECE-329Spring 2009Homework 6 SolutionMarch 2, 20091. Verifying vector identity for E = 2ez x and H = 4ez y . The left-hand side of the identity gives H EE H = (4ez y ) = (4ezHEEH= y 0 0 (E H)x 0 2ez 8ez z0 (2ez x) zx y 0 0 0 4ez x) z z
UIllinois - ECE - 329
ECE 329Homework 7Due: Tuesday, March 10, 2009, 5PM1. Exercise on the continuity equation: a) Using Maxwells equations and the vector identity ( A) = 0 for any vector eld A, derive the continuity equation: J = . Hint: start by taking the divergence of A
UIllinois - ECE - 329
ECE-329Spring 2009Homework 7 SolutionMarch 10, 20091. Continuity equation. a) Taking the divergence of Amperes law we have ( Since ( H) = 0, we can write J+ Finally, using Gauss law D t = J+ D = 0. t H) = J+ D . t D = , we show J+ = 0. tb) Taking th
UIllinois - ECE - 329
ECE 329Homework 8Due: Tuesday, March 17, 2009, 5PM1. In material media, phasor form of Faradays and Amperes laws, E = j B = j H and H = J + j D = E + j E = ( + j )E,have + j in place of j o , and in place of o as compared to the same equations in vacu
UIllinois - ECE - 329
ECE-329Spring 2009Homework 8 SolutionMarch 19, 20091. In material media, the wave parameters are = (j) ( + j ) and = j . + j = 81oLet us consider the medium parameters = o = 4 107 H/m, = 4 S/m. a) If f = 29 4 109 F/m, and= 103 Hz, the propagatio
UIllinois - ECE - 329
ECE 329Homework 9Due: Thurs, Apr 2, 2009, 5PM1. Region z > 0 is occupied by a perfect conductor. The region z < 0 is free space. a) Determine the unknowns b, , c, d below such that eld phasors E = y 3ej z + be+j z and H = cej z + de+j z satisfy both th
UIllinois - ECE - 329
ECE-329Spring 2009Homework 9 SolutionApril 4, 20091. Region z > 0 is occupied by a perfect conductor and region z < 0 is free space. We will apply Maxwells boundary conditions to fully determine the eld phasors in region z < 0 considering that they ha
UIllinois - ECE - 329
ECE 329Homework 10Due: Thu, April 9, 2009, 5PM1. In a region of space electrostatic potential is known to be (x, y, z ) = 4(y 2 + 4)z . a) What is the corresponding electrostatic eld E? b) What is the volumetric charge density in the region if = 2 o ?
UIllinois - ECE - 329
ECE-329Spring 2009Homework 10 SolutionApril 7, 20091. The electrostatic potential in a region of space is (x, y, z ) = 4(y 2 + 4)z V. a) The corresponding electrostatic eld is E = = 8yz y + 4(y 2 + 4) z b) If the permittivity in the medium is volumetr
UIllinois - ECE - 329
ECE-329Spring 2009Homework 11 SolutionApril 22, 20091. The voltage v (z, t) and current i(z, t) along a transmission line satisfy the set of partial dierential equations (PDEs) v i i v =L and =C . z t z t Combining both equations, we can nd the follow
UIllinois - ECE - 329
ECE-329Spring 2009Homework 12 SolutionApril 22, 2009ECE 329 Homework 12 Due: Wed, Apr 2 1. Let us consider two transmission lines with characteristic impedances Z1 and Z2 joined at a junction that includes a "shunt"1. Two T.L.s with characteristic imp
UIllinois - ECE - 329
ECE 329Homework 14Due: Wed, May 6, 2008, 5PM1. A T.L. with characteristic impedance Zo = 50 and length l = 0.2 has a short termination at d = 0 and a 50 resistor connected between the T.L. conductors (a shunt connection) at d = 0.1. a) Use a S.C. in or
UIllinois - ECE - 329
ECE-329Spring 2009Homework 14 SolutionMay 8, 20091. Let us analyze the following T.L. circuit.b a ( l) (0)a) Using the Smith chart and working in terms of impedances. Reection coecient A at shunt connection a = 1ej 40.1 = 1ej 0.6 Normalized input
RPI - ASTR - 2120
E arth & Sky Homework 2 Lab: 5Name:Devin BusheyDue date: Wednesday, Sept. 16, 2009 at noon Instructions: This homework can be filled out and then printed, or printed and t hen filled out by hand. Graded homework assignments will be available in the obs
UCSD - CENG - 100
10.25 Basis: 100 moles exhaust gas exit gas COmD CO, exhaust t!as mol 16.2 4.8tie elementJi.mol13.116.20, N, TotalZ2.Q 83.8 100.0 16.2molCO, 100.0 molexitgas -123.6molexitgas 100.0molexhaustga 13.lmolCO,exhaust gas = 100.0 mol air leaked in = 23.
American University of Science & Tech - SCIENCE - 2412432
60) As a ribosome translocates along an mRNA molecule by one codon, which of the following occurs? A) The tRNA that was in the A site moves into the P site. B) The tRNA that was in the P site moves into the A site. C) The tRNA that was in the P site moves