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Uni. Westminster - TLS - 0531
Title: Living organisms found in the north part of Great Salt Lake Author: Tania Liscel Sarmiento, Westminster College, SLC, UT Grade level: 9th - 12th Time: 91 minutesStudent Objective(s): Students will be able to observe different living organi
Uni. Westminster - TLS - 0531
Tania Liscel Sarmiento EDUC 330 10/23/06We don't understand the teacher.We are lost and it is her fault!A teacher accused to discriminate her students because the language barrier.One morning, in San Diego High School, Ms. Yard was getting ready
Uni. Westminster - TLS - 0531
Tania Liscel Sarmiento Reflection #1 02/09/06 The brain is the most important organ in our body. It can be altered by different stimulants such as caffeine, amphetamines, and cocaine. I had an experience with Coca leaves once. I went for the first ti
Uni. Westminster - TLS - 0531
Tania Liscel Sarmiento MED 601 Reflective Teaching People still are not clear about what reflective teaching really means. When teachers start to teach at schools and find students that are not involved in the class for different reasons, teachers do
UCSD - CASS - 246
Lecture6.nb1Lecture 6 Eigenmodes of the Laplacian in Cylindrical and Spherical SymmetriesCylindrical Geometry Tube of radius a, length L, and closed at the ends. Homogeneous Dirichlet boundary conditions at the tube surface. Separation of variab
UCSD - CASS - 246
CODEHW1 RAWHW1 % HW2 RAW HW2 % HW3 RAWHw3 % HW4pt 25 100 92 100 60 100 4 35 140 58 63 45 75 8 32 128 43 47 52 87 16 17 68 22 24 24 40 17 30 120 73 79 58 97 20 30 120 68 74 56 93 25 27 108 75 82 53 88 32 35 140 85 92 58 97 34 0 0 0 0 0 0 38 0 0 0 0
UCSD - CASS - 246
CODE 4 8 16 17 20 25 32 34 38 41 44 54 57 58 66 67 Avg Std dev High LowHW1 RAW HW1 % HW2 RAW HW2 % HW3 RAW Hw3 % 25 100 92 100 60 100 0 0 58 63 45 75 32 128 43 47 52 87 17 68 22 24 24 40 30 120 73 79 58 97 30 120 68 74 56 93 27 108 75 82 53 88 35 1
Utah - MATH - 2270
Math 2270-1 Midterm 3, March 27, 2009 SolutionsProblem 1 (20 points). Consider the vectors 1 -1 1 1 u = , v = 1 1 1 1 in R4 . Find a) their lengths u and v ; b) the angle between u and v. Solution: We have u = and v = Moreover, cos
Kent State - FIN - 36054
FIN 36054: Spring 2002 Assignment 2 Boeing 999 Project Assumptions No. of planes sold per year Price of plane in first year Variable cost/plane - year 1 Total fixed costs - year 1 Sales price growth Costs (fixed and var) growth Net working capital %
Kent State - FIN - 36054
Fin 36054 Lecture NotesCHAPTER 14: LEASE FINANCING Intermediate Business Finance Dr. Ramana SontiThis is a small chapter on lease financing, which might be practically very useful to students of finance. -Leasing Basics Lease financing is ve
Kent State - FIN - 36054
MicroDrive Inc. example from text book Basic Financial Statements I. Balance Sheets for Dec 31, 1998 and Dec 31, 1997 ($ million) Assets Cash and equivalents Short term investments Accounts receivable Inventories Total current assets Net plant and eq
Kent State - FIN - 36054
COMPREHENSIVE EXERCISE Magnavision Inc. Assumptions Tax rate Growth rate of FCFs after 2002 Cost of equity, ks Cost of capital, kc Income Statements Actual 1998 700.0 599.0 28.0 627.0 73.0 13.0 60.0 24.0 36.0 6.0 30.0 0.0 30.0 100.0 0.30 0.00 2.45 19
Kent State - FIN - 36054
Capital Budgeting: Regency Integrated Chips Example Assumptions RIC's Marginal Tax Rate NWC % of next years sales Unit sales per year Unit price (2002) Unit price growth Variable costs % of sales Fixed costs (2002) Fixed costs (overheads) growth40%
Kent State - FIN - 36054
Capital Budgeting: Regency Integrated Chips Example Assumptions RIC's Marginal Tax Rate NWC % of next years sales Unit sales per year Unit price (2002) Unit price growth Variable costs % of sales Fixed costs (2002) Fixed costs (overheads) growth Assu
Utah - MATH - 1180
MATH 1180 MATHEMATICS FOR LIFE SCIENTISTS Spring Semester, 2005 Time and Place: Computer Lab: Instructor: Lab TA: Offices: Phone: Web: email: Office Hours: Text: MWF 10:45 a.m., JTB 120 Reserved from 9:40 a.m. 11:35 p.m. on Tuesdays, LCB 115 Profess
Utah - ME - 2040
ME 2450 Numerical MethodsExam 1 Review Notes You are allowed 1 side of an 8 x 11 sheet of paper for notes Exam: Monday, March 6, 2006 Exam 1 will cover Chapters 1-9 through Gauss-Jordan Method Students are allowed 1 side of an 8 1/2 x 11 sheet o
SUNY Albany - CPSC - 304
CPSC 304Relational Algebra and Relational CalculusChapter 4in the Course Textbook Domain and Tuple Relational Calculus ramesh@cs.ubc.cahttp:/www.cs.ubc.ca/~ramesh/cpsc304Ganesh Ramesh, Summer 2004, UBC 1CPSC 304Relational Algebra (RA)A F
Pittsburgh - AEI - 1227
. ~." ..*+'" ,. "I . I.'I:OOMMllSlONOFTHE ' EUROPEANCOMMUNrrlESB~ 24, 07. 199631'9fmJGREENPAPERLn1NG A1'J1) WORKINGTHEContents1. 2. 3. 3.1. 3.2. 3.3. 3.4. 3.5. 3.6. 3.7. 3.8. 4. 4.1. 4.2 4.3. 4.4. 4.5. 4.6. 4.7. 4.8. 5. 5.1. 5
Pittsburgh - AEI - 7904
The Rise and Fall of a Europe of the RegionsThe Territorial Strategies of Substate Political Parties 1979-2006Eve HepburnUniversity of EdinburghABSTRACT This paper unpacks the diverse ways in which substate parties responded to, interpreted, an
Pittsburgh - AEI - 1093
COMMISSION OF THE EUROPEAN COMMUNITIESCOM(94) 440finalBrussels, 25. 10. 1994COMMON I CAT I ON FROM THE COMM 155 IONGREEN- PAPER ON THE LIBERALISATION OFTELECOMMUNICATIONS INFRASTRUCTUREAND CABLE TELEVISION NETWORKS:PART ONEPRINCIPLE A
Pittsburgh - AEI - 795
The Internal Enlargement of the European Union and the Surplus of the Intermediate Level of Government1Dr Torbjrn LarssonAssociate Professor, EIPAAbstract In recent years, many of the Member States have experienced dramatic changes in the organis
Pittsburgh - AEI - 7807
Whither a Europe of the Regions? Minority nationalist parties and the challenges of European integrationDr. Anwen Elias Department of International Politics University of Wales, Aberystywth awe@aber.ac.ukDO NOT QUOTE! Work in progress1Whither
Pittsburgh - AEI - 5924
Summary of Conference ProceedingsThe Enlargement of the European Union: Prerequisites for Successful Conclusion of the Accession NegotiationsMaastricht, 19-20 February 2001Dr Phedon Nicolaides* and Anne-Mieke Den Teuling*On 19 and 20 February 2
Utah - MATH - 1170
Practice Exam 3 MATH 1170, Fall 2007 1. Compute the first and second derivatives of the following functions: (a) f (x) = x6 (b) f (x) = x-3.5 3 x5 (c) f (x) = x - x + 120 (d) g(t) = (2t3 + t)(4t2 + 1) 6 (e) h(t) = (t+1)(2t+3) 3t+2 (f) F (x) = x3 e-x
Utah - MATH - 1170
Practice Exam 3 MATH 1170, Fall 2007 1. Compute the rst and second derivatives of the following functions: (a) f (x) = x6 . f (x) = 6x5 , f (x) = 30x4 (b) f (x) = x3.5 , f (x) = 3.5x4.5 , f (x) = 15.75x5.5 2 4 3 x5 x 3 (c) f (x) = x x + 120 , f (x)
Oklahoma State - NSCI - 2114
Utah - MATH - 6070
Homework #2 Math 6070-1, Spring 2006Let X1 , X2 , . . . , Xn be random variables, all i.i.d., and with the same distribution function F that has density f := F . Dene for all p 1,Q(p) (F ) := n Fn (x) F (x) f (x) dxp1/p. This is a ki
Laurentian - ECON - 200901
Department of Economics Econ 2750A Solution to Assignment #2 1. By multiplying out AB and BA, and comparing each element from the resulting matrices, we get 12 4k 1 AB = 30 20 + k Thus, (a) (b) (c) (d) 1=1 12 4k = 24 4k = 36 15 5k = 30 5k
W. Alabama - BWV - 860
Praeludium 15 - BWV 860Johann Sebastian Bach357Public Domain29111315317Sheet music from www.MutopiaProject .org Free to download, with the freedom to distribute, modify and perform. Typeset using www.LilyPond .org by Stelios
MD University College - ASIA - 2092
JAPN 112 : Elementary Japanese II Spring Session I, 2008-2009 SiteAYokosuka University of Maryland University College Faculty Contact Information Instructor:ANoriko Tanabe Email:Antanabe@asia.umuc.edu Phone Number: 046-875-1066 Date: T & T 1640-1920
MD University College - ASIA - 2088
JAPN 112: Elementary Japanese II University of Maryland University College: Asian Division Adjunct Associate Professor: Momoe Miyagi An. Email Address: mmiyagi@asia.umuc.edu Home Phone: 098-965-1199 (Okinawa Japan) Term II: T & TH 16:45 ~ 19:30 Kaden
Oregon State - BA - 340
Chapter 1 Overview of Financial Management Introduction Class Structure - Syllabus Text Preliminary Draft of Fin. Mgmt. Exams Open Book and Open Notes Attendance Preparation for Class ExpectationsBA 340 - Finance Keys to success Rea
Oregon State - BA - 340
Chapter 2 Time Value of Money Time Value of Money, Part 1 Topics Future Value and Compounding of Interest Present Value Four Variables - One Equation Applications Doubling your Money - Rule of 72s ProblemsFuture Value What would you rathe
Oregon State - BA - 340
Chapter 4 Interest Rates Annual and Periodic Rates Impact on TVM Consumer Loans and MonthlyAmortization Schedules Nominal and Real Interest Rates Risk-free Rate and Premiums Default, Maturity, Liquidity Brief History of Interest RatesAnnu
Oregon State - BA - 340
Chapter 5 Risk and Return Returns Dollar and Percentage Holding Period Returns Converting to Annual Returns Historical Returns Risk using Variance or Standard Deviation Risk as Uncertainty Returns in an Uncertain World Risk and Return Tra
Oregon State - BA - 340
Chapter 9 Capital Budgeting Decision Models Short-term versus Long-term Decisions Payback Period Discounted Payback Period Net Present Value (NPV) Internal Rate of Return (IRR) Profitability Index (PI)Short-term versus Long-term Decisions Sh
Oregon State - BA - 340
Chapter 10 Incremental Cash Flow Three Financial Statements Fundamental Accounting Relationship Cash Flow Identity to Sources and Uses Estimating Incremental Cash Flow Capital Spending and Depreciation Disposal of Capital Equipment Projected C
Oregon State - BA - 340
Chapter 11 Weighted Average Cost of Capital The Cost of Capital Components of the Cost of Capital Weighting the Components Adjusting the Debt Component for Taxes Utilizing WACC in Decision Models Selecting the Beta of a Project Selecting Appro
Oregon State - BA - 340
Chapter 12 Capital Structure Quick Review of Capital Markets Benefits of Borrowing Pecking Order Hypothesis Modigliani and Miller Optimal CapitalStructure TheoryQuick review of Capital Markets Capital Markets Borrow from more than one year
Oregon State - BA - 340
MW4:00Section 002 BA340 Winter 2006 IC IC IC IC ID Code 1-11 Q1 1/23 1-25 Q2 1-30 0001 5 25 5 5 24 5 0078 5 20 5 5 20 0414 5 24 5 5 25 5 0510 18 5 5 17 5 0516 5 25 5 5 18 5 0677 5 24 5 5 13 5 0886 5 0 5 5 15 5 0945 5 19 5 5 18 5 1145 5 19 5 19 5 12
Oregon State - BA - 340
Capital Structure Questions: Problem 1, page 80 in the class packet. 1. Briefly explain the terms, "capital structure" and "optimal capital structure". Answer: Capital Structure: The mix (or proportions) of long-term financing sources: debt, preferre
Oregon State - BA - 340
Spreadsheet Assignment: Gray Jay Corp(Original Estimates) Sales Assumption Sales (1) Sales (2) Growth 3-5 VC Block: 800.00 1100.00 5.0% 40% year Sales req'd Inv req'd A/R req'd A/P req'd nWC FC VC Marketing Total Costs Dep OCF nWC -27.00 nCS -2204.5
Oregon State - BA - 340
Spreadsheet Assignment: Gray Jay Corp(Original Estimates) Sales Assumption Sales (1) Sales (2) Growth 3-5 VC Block: 800.00 1100.00 5.0% 40% year 0 1 2 3 cost-of capital 12.0% 4 5 6 7 8 9 10OCF nWC -27.00 nC.Inv. -2204.50 Total CF -2231.50 NPV= IRR
Oregon State - BA - 340
BA340, winter 2006; SPREADSHEET ASSIGNMENT Due beginning of class on Wednesday, March 1 The management of the Gray Jay Corp. is evaluating expanding its product line to include a new group of painkillers. The new products are the result of a 2-year R
Oregon State - BA - 340
In-Class Exercise; CAPM #2 An investor's retirement portfolio consists of $125,000 invested in a small stock "growth" mutual fund and $725,000 invested in a "growth and income" mutual fund. The small stock "growth" mutual fund has a required (and exp
Oregon State - BA - 340
In-Class Homework Capital Budgeting 1. The Myna Corp is analyzing the possible purchase of a $1,200,000 computer-based inventory and order management system. The system will be depreciated straight-line to zero over three years. The system has an exp
Oregon State - BA - 340
In-Class Homework Capital Budgeting #2 1. The Arc Corp. has identified the following two investment opportunities: Cost NPV IRR PI EAA Life Investment A: $250.00 $22.80 18.9% 1.09 $13.49 2 yr Investment B: $300.00 $24.47 14.8% 1.08 $ 6.79 5 yr Each i
Oregon State - BA - 340
In-Class Homework BONDS The Widgeon Corp.'s bonds have the following characteristics: Coupon: 9.0%, paid semi-annually Maturity: 18 years Par value: $1000.00 Current price: $844.64 a. Draw a time line showing the payments promised by the bonds. b. Sh
Oregon State - BA - 340
In-Class Exercise; Jan 23; Time Value of Money #1 1. An asset is expected to provide the following cash flows: Year 1 Year 2 Year 3 Year 4 $250 $300 $0 $400 1a. If the required rate of return is 12%, find the value of the asset. Answer: Value = PV(CF
Oregon State - BA - 340
In-Class Exercise; Jan 25; Time Value of Money #2 1. An investment has a current price of $1,250. The investment is expected to provide a single (risky) cash flow of $1,285 in 30 days (assume a 360 day year). The required (annual) rate of return on t
Oregon State - BA - 340
In-Class Homework WACC The Snow Corp. is evaluating the possibility of replacing a piece of production machinery with a new, more efficient machine. The replacement would require an initial investment of $500, and would result in the following estima
Oregon State - BA - 340
TENTATIVE SCHEDULE; BA340, Winter 2006 Section I. Introduction, Accounting Review, Financial Analysis & ForecastingDate Mon, Jan 9 Wed, Jan 11 Mon, Jan 16 Wed, Jan 18 (QUIZ) Topic Overview Financial Institutions & Markets Financial Statements Cash F
Utah - MATH - 1260
Math 1260-2Spring 2009Final Exam Answers May 4, 2009-1- (Vectors.) Let v = (1, 0, 1) and w = (0, 1, 1). Compute v + w, v w, and v w. Whatis the angle formed by v and w? v + w = (1, 1, 0) , and 1 vw = 0 1 0 1 1 i 0 1 1 i j = 1 1 1 k 0 1 0 j+
Utah - ECE - 5320
ECE 6130 S-Parameters Text Section 4.3 Describe and Compute S-Parameters Examples: Chapter 4, Problems 10,11 S-Parameters: Recall Scattering Matrix (S-parameters)S1N V1+ V1- S11 S12 - + V2 = S 21 V2 - + S NN V N V N S N 1
Utah - ECE - 6961
Spring 2009ECE 6961 Advanced topics in communication Homework 2 Due date: 2/17/09 (Tuesday) at the beginning of class.Assign date: 2/3/091. Get familiar with the Q function. Bounds of the Q function:Q(x) =xe-t /2 dt 222(a) For x > 0
Utah - ECE - 3700
1Fundamentals of Digital Logic Design ECE 3700 Practise Exam for the Mid-term 2 Spring 2009Note: Time yourself for 1 hr 20 min. Closed book, closed notes, open minds. Do not panic. Good luck. 1. (4 points) Consider two 4-bit numbers A = {a3 , a2 ,