Streetbites from the media perspective Stocks and technical versus fundamental analysis

Size: px
Start display at page:

Download "Streetbites from the media perspective Stocks and technical versus fundamental analysis"

Transcription

1 Streetbites from the media perspective Stocks and technical versus fundamental analysis

2 Streetbites from the media perspective Stocks and technical versus fundamental analysis See textbook page 368 for related content on this topic. Videos for Module 8, Unit 1-of-2 o Speculative v enterpreneurial factor (4:27) CHAPTER 8: TIME VALUE APPLICATION 3, STOCK VALUATION Famous books from the 1930s, Security Analysis by Benjamin Graham and David Dodd, The Theory of Investment Value by John Burr Williams, and The General Theory of Employment, Interest, and Money by John Maynard Keynes, recognize two factors determining stock prices. The speculative factor relates stock price movements to market psychology and investor trading behavior. The entrepreneurial factor relates stock price movements to consensus expectations about the discounted value of company cash flows.

3 From

4 Years before he won the Nobel prize Prof. Fama gave this interesting interview: with%20eugene%20fama.htm

5 Chapter 8, Unit 1 of 2 Equity markets and securities

6 The moving average trading rule, preferred stocks, and intrinsic value! See textbook pages for relevant readings. Videos for Module 8, Unit 1-of-2 Speculative v enterpreneurial factor (4:27) Moving avg trading - overview (5:02) Find signal reversal price (5:25) [TK4] Fundamental intrinsic value (5:35) Find stock ROR on counteroffer (2:14) [Example 4] Find V for nondividend startup (4:29) [ST20] Preferred stock and normal dividend yield (5:20) [ST25] The speculative factor relates stock price movements to market psychology and investor trading behavior. FORMULA 8.1 Simple moving average stock price N period moving average stock price v N 1 t0 price N vt Consider the daily stock prices in Table 8.1. day closing price long run moving average (5 day) short run moving average (signal) (1 day) (2 day) $ $ $ $ $42.50 $41.40 $42.50 (buy) $41.63 (buy) 6 $41.00 $41.60 $41.00 (sell) $41.75 (buy) 7 $40.25 $41.35 $40.25 (sell) $40.63 (sell) 8 $39.85 $40.87 $39.85 (sell) $40.05 (sell) 9 $41.50 $41.02 $41.50 (buy) $40.68 (sell) 10 $40.25 $40.57 $40.25 (sell) $40.88 (buy) TABLE 8.1 Computing moving average stock prices

7 RULE 8.1 The moving average trading strategy A buy signal results when the short-run moving average becomes bigger than the longrun moving average.. Conversely, a sell signal results when the short-run moving average becomes smaller than the long-run moving average. $ $ $ SELL Long-run moving average $ SELL $ $ BUY $ $ Short-run moving average $ $ day FIGURE 8.1 Moving average trading strategy based on data in table 8.1

8 TR34 T/F Moving average trading strategy A mainstay of technical analysis is comparison of moving averages with different lengths. Is the following statement of the moving average trading strategy True or False: A buy signal results when the short-run moving average becomes smaller than the long-run moving average. a. True b. False

9

10 Most knowledgeable investors and finance professors believe that the stock price history cannot predict where the price is going next. Predicting the effect of the speculative factor on stock prices seems as imprecise as predicting which fads or sayings will catch-on, or predicting the next turn in direction for a flock of flying birds. For this reason, training in speculation, however intelligent and thorough, is likely to prove a misfortune to the individual, since it may lead him into market activities which, starting in most cases with small successes, almost invariably end in major disaster. Benjamin Graham and David Dodd. Security Analysis, 1934, page 12. Keynes s speculative factor gives rise to the preceding TECHNICAL ANALYSIS Secrets that work in the short term (at best) Keynes s entrepreneurial factor gave rise to FUNDAMENTAL ANALYSIS Cash flow drives value! FORMULA 8.4 Intrinsic value, general version stock value CF t t t1 (1 r ) 0 The intrinsic value relation contains three components: a cash flow stream, a discount rate, and the stock value. Given any two components, the third is pre-determined. The stock value represents intrinsic value when the known variables are the cash flow stream and discount rate. The stock value represents the actual stock price when either the discount rate or cash flow stream is the unknown variable. Intrinsic value, like beauty, often is in the eye of the beholder. Comparison of intrinsic value with the actual trading price enables insight about whether the stock is under or overvalued. Rule 8.2 summarizes the investment strategy. RULE 8.2 The intrinsic value trading strategy The signal a fundamental analysis generates is that: if intrinsic value t actual price t then buy sell. When intrinsic value exceeds the actual price the asset is undervalued. The asset is

11 worth more than it costs. Always buy undervalued assets. When intrinsic value is less than the actual price then the asset is overvalued. ST12 Find rate of return given lump-sum cash flows A stock you are buying today promises no dividends for a long time. In exactly 10 years you expect the stock will pay its first annual dividend of $1.90. At that time, you also believe that the stock could be sold for $ If today you can buy the stock for $15.95, what is the expected annual rate of return on the stock investment? ANSWER: C a. 11.4% b. 9.5% c. 10.4% d. 7.8% e. 8.6% EXAMPLE 4 Find the rate of return on a counter-offer You offer $23 for the share that you expect to return dividends of $1.40 one year from now, $1.75 in 2 years, $2.00 in 3 years, and also in 3 years you believe the share could be sold for $30. Your offer is rejected and instead a counter-offer of $24 is accepted. What is the rate of return if you buy at the counter-offer price and receive the expected cash flows? SOLUTION Use formula 8.4 and set stock value equal to the actual stock price. Solve for r: $24.00 $1.40 $1.75 $2.00 $ r 1 1 r 2 1 r 3 Use the calculator to find that r, the geometric average annual rate of return, equals 14.29%. EXERCISES The stock for a start-up company probably will pay no dividends until exactly 8 years from today. At that time it will pay $6.80 per year forever. You assess the intrinsic value of the stock with a 10.3% discount rate. Find the stock s intrinsic value today. ST20. Easily search the book for ST20 and get a calculator clue too for this! Preferred stocks trade on exchanges by the same procedures as common stocks. The preferred dividend for a particular stock is constant. The preferred stock for AMR (American Airlines) in the table above, for example, promises to pay $6.40 per annum forever. What do you think would happen to the price of AMR preferred stock if American Airlines suddenly won major flight contracts with every government in Europe and South America? The answer: probably nothing! Maybe the price of the

12 common stock would skyrocket as investors suddenly realize future profits will be larger than previously expected. The preferred dividend, however, is fixed at $6.40 per year forever. The price of preferred consequently responds more to discount rate changes than to the good fortunes of the company. Because the dividend is constant, the formula for value relation simplifies to the perpetuity formula: FORMULA 8.5 Intrinsic value, stocks with constant dividends stock value 0 t1 dividend t (1 r ) dividend r There are many variations of problems using the same formula! ST21 Find ROR given P 0, zero dividends until time N, and perpetuity thereafter A stock you are buying today promises no dividends for a long time. In exactly 7 years you expect the stock will pay its first annual dividend of $8.00 which you expect will be paid annually forever. If today you can buy the stock for $31.57, what is the expected annual rate of return on the stock investment? ANSWER: B a. 13.8% b. 12.5% c. 15.1% d. 11.4% e. 16.6% ST22 Find preferred V(0) given dividend, CD rate, and risk premium The company preferred stock pays a $5.20 annual dividend. The local bank pays 5.4% interest (compounded annually) on 5-year CDs. You consider the preferred stock an attractive investment if its ROR is 175 basis points more than the CD rate. Find your assessment of the preferred stock intrinsic value. ANSWER: C ; CLUES: r = 7.15% a. $60.11 b. $49.67 c. $72.73 d. $54.64 e. $66.12

13 ST24 Find preferred risk premium and buy-or-sell given dividend, CD rate, P(0), and target risk premium The company preferred stock yesterday paid $7.60 annual dividend and today s stock price is $ The local bank pays 5.5% interest on CDs. You consider the preferred stock an attractive investment if its ROR is 350 basis points more than the CD rate. Find the actual risk premium and is this stock a buy or a sell? ANSWER: D ; CLUES: target risk premium = 9.00%; intrinsic value = $84.44 a. the actual risk premium is 581 BP and the stock is a sell b. the actual risk premium is 506 BP and the stock is a buy c. the actual risk premium is 581 BP and the stock is a buy d. the actual risk premium is 440 BP and the stock is a buy e. the actual risk premium is 440 BP and the stock is a sell EXERCISES 8.2A 5. The company preferred stock just yesterday paid its annual dividend of $6.00 per share. Today s share price is $ You believe the dividend yield is abnormally high but that it will revert to its normal value of 7.0%. Your strategy is to buy the stock today and receive annual dividends for 4 years. Upon receiving the last dividend you expect the dividend yield will be normal. Your strategy is to sell the stock at that time. Compute the expected annual rate of return for the strategy. ST25. ANSWER: You pay $52.25 at time 0 and receive $6 at times 1-3. Then at time 4 you receive $6 plus the sell price. The sell price satisfies the perpetuity formula price = PMT/r, or price = $6 / 0.07, or price = $ The annual rate of return equals 22.9% and satisfies constant annuity formula 5.1 wherein CF = $6, FV = $85.71, PV = $52.25, and N = 4: $52.25 = [$6 (1 (1+r) -4 ) r] + ($85.71 (1+r) -4 )

Stock valuation. Price of a First period's dividends Second period's dividends Third period's dividends = + + +... share of stock

Stock valuation. Price of a First period's dividends Second period's dividends Third period's dividends = + + +... share of stock Stock valuation A reading prepared by Pamela Peterson Drake O U T L I N E. Valuation of common stock. Returns on stock. Summary. Valuation of common stock "[A] stock is worth the present value of all the

More information

Practice Questions for Midterm II

Practice Questions for Midterm II Finance 333 Investments Practice Questions for Midterm II Winter 2004 Professor Yan 1. The market portfolio has a beta of a. 0. *b. 1. c. -1. d. 0.5. By definition, the beta of the market portfolio is

More information

Chapter 2 Present Value

Chapter 2 Present Value Chapter 2 Present Value Road Map Part A Introduction to finance. Financial decisions and financial markets. Present value. Part B Valuation of assets, given discount rates. Part C Determination of risk-adjusted

More information

How To Value A Savings Account

How To Value A Savings Account THE VALUATION OF A SAVINGS ACCOUNT (With Seven Insights) A savings account is a simple investment that we all understand. We shall use it as a prototype for equity valuation. We shall use it to test ideas

More information

Things to do before the first class meeting

Things to do before the first class meeting FINANCE 351 Corporate Finance John Graham Things to do before the first class meeting C Read the Gifford and Brealey and Myers material (see class schedule) C Read over the syllabus and class schedule.

More information

Chapter 7 Stocks, Stock Valuation, and Stock Market Equilibrium ANSWERS TO END-OF-CHAPTER QUESTIONS

Chapter 7 Stocks, Stock Valuation, and Stock Market Equilibrium ANSWERS TO END-OF-CHAPTER QUESTIONS Chapter 7 Stocks, Stock Valuation, and Stock Market Equilibrium ANSWERS TO END-OF-CHAPTER QUESTIONS 7-1 a. A proxy is a document giving one person the authority to act for another, typically the power

More information

Chapter 3 Present Value

Chapter 3 Present Value Chapter 3 Present Value MULTIPLE CHOICE 1. Which of the following cannot be calculated? a. Present value of an annuity. b. Future value of an annuity. c. Present value of a perpetuity. d. Future value

More information

CHAPTER 5 HOW TO VALUE STOCKS AND BONDS

CHAPTER 5 HOW TO VALUE STOCKS AND BONDS CHAPTER 5 HOW TO VALUE STOCKS AND BONDS Answers to Concepts Review and Critical Thinking Questions 1. Bond issuers look at outstanding bonds of similar maturity and risk. The yields on such bonds are used

More information

EXAM 2 OVERVIEW. Binay Adhikari

EXAM 2 OVERVIEW. Binay Adhikari EXAM 2 OVERVIEW Binay Adhikari FEDERAL RESERVE & MARKET ACTIVITY (BS38) Definition 4.1 Discount Rate The discount rate is the periodic percentage return subtracted from the future cash flow for computing

More information

Equity Analysis and Capital Structure. A New Venture s Perspective

Equity Analysis and Capital Structure. A New Venture s Perspective Equity Analysis and Capital Structure A New Venture s Perspective 1 Venture s Capital Structure ASSETS Short- term Assets Cash A/R Inventories Long- term Assets Plant and Equipment Intellectual Property

More information

Chapter 6. Learning Objectives Principles Used in This Chapter 1. Annuities 2. Perpetuities 3. Complex Cash Flow Streams

Chapter 6. Learning Objectives Principles Used in This Chapter 1. Annuities 2. Perpetuities 3. Complex Cash Flow Streams Chapter 6 Learning Objectives Principles Used in This Chapter 1. Annuities 2. Perpetuities 3. Complex Cash Flow Streams 1. Distinguish between an ordinary annuity and an annuity due, and calculate present

More information

Introduction to Real Estate Investment Appraisal

Introduction to Real Estate Investment Appraisal Introduction to Real Estate Investment Appraisal Maths of Finance Present and Future Values Pat McAllister INVESTMENT APPRAISAL: INTEREST Interest is a reward or rent paid to a lender or investor who has

More information

Chapter 6. Discounted Cash Flow Valuation. Key Concepts and Skills. Multiple Cash Flows Future Value Example 6.1. Answer 6.1

Chapter 6. Discounted Cash Flow Valuation. Key Concepts and Skills. Multiple Cash Flows Future Value Example 6.1. Answer 6.1 Chapter 6 Key Concepts and Skills Be able to compute: the future value of multiple cash flows the present value of multiple cash flows the future and present value of annuities Discounted Cash Flow Valuation

More information

Stock Valuation. Chapter Organization. Common Stock Valuation. Common Stock Features. Preferred Stock Features. Stock Market Reporting

Stock Valuation. Chapter Organization. Common Stock Valuation. Common Stock Features. Preferred Stock Features. Stock Market Reporting Chapter Outline Stock Valuation Chapter Organization Common Stock Valuation Common Stock Features Preferred Stock Features Stock Market Reporting Summary and Conclusions Common Stock Cash Flows and the

More information

CHAPTER 9 Stocks and Their Valuation

CHAPTER 9 Stocks and Their Valuation CHAPTER 9 Stocks and Their Valuation Preferred stock Features of common stock etermining common stock values Efficient markets 1 Preferred Stock Hybrid security. Similar to bonds in that preferred stockholders

More information

CHAPTER 8 STOCK VALUATION

CHAPTER 8 STOCK VALUATION CHAPTER 8 STOCK VALUATION Answers to Concepts Review and Critical Thinking Questions 5. The common stock probably has a higher price because the dividend can grow, whereas it is fixed on the preferred.

More information

( ) ( )( ) ( ) 2 ( ) 3. n n = 100 000 1+ 0.10 = 100 000 1.331 = 133100

( ) ( )( ) ( ) 2 ( ) 3. n n = 100 000 1+ 0.10 = 100 000 1.331 = 133100 Mariusz Próchniak Chair of Economics II Warsaw School of Economics CAPITAL BUDGETING Managerial Economics 1 2 1 Future value (FV) r annual interest rate B the amount of money held today Interest is compounded

More information

International Financial Strategies Time Value of Money

International Financial Strategies Time Value of Money International Financial Strategies 1 Future Value and Compounding Future value = cash value of the investment at some point in the future Investing for single period: FV. Future Value PV. Present Value

More information

TIP If you do not understand something,

TIP If you do not understand something, Valuing common stocks Application of the DCF approach TIP If you do not understand something, ask me! The plan of the lecture Review what we have accomplished in the last lecture Some terms about stocks

More information

Discounted Cash Flow Valuation

Discounted Cash Flow Valuation 6 Formulas Discounted Cash Flow Valuation McGraw-Hill/Irwin Copyright 2008 by The McGraw-Hill Companies, Inc. All rights reserved. Chapter Outline Future and Present Values of Multiple Cash Flows Valuing

More information

How to Calculate Present Values

How to Calculate Present Values How to Calculate Present Values Michael Frantz, 2010-09-22 Present Value What is the Present Value The Present Value is the value today of tomorrow s cash flows. It is based on the fact that a Euro tomorrow

More information

Portfolio and Risk Management

Portfolio and Risk Management Portfolio and Risk Management Acknowledgement This publication was made possible by a grant from the FINRA Investor Education Foundation. The FINRA Investor Education Foundation supports research and educational

More information

TIME VALUE OF MONEY. In following we will introduce one of the most important and powerful concepts you will learn in your study of finance;

TIME VALUE OF MONEY. In following we will introduce one of the most important and powerful concepts you will learn in your study of finance; In following we will introduce one of the most important and powerful concepts you will learn in your study of finance; the time value of money. It is generally acknowledged that money has a time value.

More information

CHAPTER 4. The Time Value of Money. Chapter Synopsis

CHAPTER 4. The Time Value of Money. Chapter Synopsis CHAPTER 4 The Time Value of Money Chapter Synopsis Many financial problems require the valuation of cash flows occurring at different times. However, money received in the future is worth less than money

More information

Time Value Conepts & Applications. Prof. Raad Jassim

Time Value Conepts & Applications. Prof. Raad Jassim Time Value Conepts & Applications Prof. Raad Jassim Chapter Outline Introduction to Valuation: The Time Value of Money 1 2 3 4 5 6 7 8 Future Value and Compounding Present Value and Discounting More on

More information

Finding the Payment $20,000 = C[1 1 / 1.0066667 48 ] /.0066667 C = $488.26

Finding the Payment $20,000 = C[1 1 / 1.0066667 48 ] /.0066667 C = $488.26 Quick Quiz: Part 2 You know the payment amount for a loan and you want to know how much was borrowed. Do you compute a present value or a future value? You want to receive $5,000 per month in retirement.

More information

You just paid $350,000 for a policy that will pay you and your heirs $12,000 a year forever. What rate of return are you earning on this policy?

You just paid $350,000 for a policy that will pay you and your heirs $12,000 a year forever. What rate of return are you earning on this policy? 1 You estimate that you will have $24,500 in student loans by the time you graduate. The interest rate is 6.5%. If you want to have this debt paid in full within five years, how much must you pay each

More information

LOS 56.a: Explain steps in the bond valuation process.

LOS 56.a: Explain steps in the bond valuation process. The following is a review of the Analysis of Fixed Income Investments principles designed to address the learning outcome statements set forth by CFA Institute. This topic is also covered in: Introduction

More information

How to calculate present values

How to calculate present values How to calculate present values Back to the future Chapter 3 Discounted Cash Flow Analysis (Time Value of Money) Discounted Cash Flow (DCF) analysis is the foundation of valuation in corporate finance

More information

1 Interest rates, and risk-free investments

1 Interest rates, and risk-free investments Interest rates, and risk-free investments Copyright c 2005 by Karl Sigman. Interest and compounded interest Suppose that you place x 0 ($) in an account that offers a fixed (never to change over time)

More information

Oklahoma State University Spears School of Business. Time Value of Money

Oklahoma State University Spears School of Business. Time Value of Money Oklahoma State University Spears School of Business Time Value of Money Slide 2 Time Value of Money Which would you rather receive as a sign-in bonus for your new job? 1. $15,000 cash upon signing the

More information

Equity Valuation. Lecture Notes # 8. 3 Choice of the Appropriate Discount Rate 2. 4 Future Cash Flows: the Dividend Discount Model (DDM) 3

Equity Valuation. Lecture Notes # 8. 3 Choice of the Appropriate Discount Rate 2. 4 Future Cash Flows: the Dividend Discount Model (DDM) 3 Equity Valuation Lecture Notes # 8 Contents About Valuation 2 2 Present-Values 2 3 Choice of the Appropriate Discount Rate 2 4 Future Cash Flows: the Dividend Discount Model (DDM) 3 5 The Two-Stage Dividend-Growth

More information

Click Here to Buy the Tutorial

Click Here to Buy the Tutorial FIN 534 Week 4 Quiz 3 (Str) Click Here to Buy the Tutorial http://www.tutorialoutlet.com/fin-534/fin-534-week-4-quiz-3- str/ For more course tutorials visit www.tutorialoutlet.com Which of the following

More information

CHAPTER 5. Interest Rates. Chapter Synopsis

CHAPTER 5. Interest Rates. Chapter Synopsis CHAPTER 5 Interest Rates Chapter Synopsis 5.1 Interest Rate Quotes and Adjustments Interest rates can compound more than once per year, such as monthly or semiannually. An annual percentage rate (APR)

More information

The Mathematics of Financial Planning (supplementary lesson notes to accompany FMGT 2820)

The Mathematics of Financial Planning (supplementary lesson notes to accompany FMGT 2820) The Mathematics of Financial Planning (supplementary lesson notes to accompany FMGT 2820) Using the Sharp EL-738 Calculator Reference is made to the Appendix Tables A-1 to A-4 in the course textbook Investments:

More information

e C P M 1 0 5 : P o r t f o l i o M a n a g e m e n t f o r P r i m a v e r a P 6 W e b A c c e s s

e C P M 1 0 5 : P o r t f o l i o M a n a g e m e n t f o r P r i m a v e r a P 6 W e b A c c e s s e C P M 1 5 : P o r t f o l i o M a n a g e m e n t f o r P r i m a v e r a P 6 W e b A c c e s s Capital Budgeting C o l l a b o r a t i v e P r o j e c t M a n a g e m e n t e C P M 1 5 C a p i t a l

More information

Problem Set: Annuities and Perpetuities (Solutions Below)

Problem Set: Annuities and Perpetuities (Solutions Below) Problem Set: Annuities and Perpetuities (Solutions Below) 1. If you plan to save $300 annually for 10 years and the discount rate is 15%, what is the future value? 2. If you want to buy a boat in 6 years

More information

CENTRE FOR INVESTMENT EDUCATION AND LEARNING. Author 1 & Author 2. Location - Date

CENTRE FOR INVESTMENT EDUCATION AND LEARNING. Author 1 & Author 2. Location - Date CENTRE FOR INVESTMENT EDUCATION AND LEARNING Equity Valuation and Analysis Author 1 & Author 2 Location - Date Basic Approaches to Valuation Price of an equity share in secondary market is dynamic Investors

More information

Business 2019. Fundamentals of Finance, Chapter 6 Solution to Selected Problems

Business 2019. Fundamentals of Finance, Chapter 6 Solution to Selected Problems Business 209 Fundamentals of Finance, Chapter 6 Solution to Selected Problems 8. Calculating Annuity Values You want to have $50,000 in your savings account five years from now, and you re prepared to

More information

debt_wbn_pv_st01 Title page Debt» What's Behind the Numbers?» Scenic Video www.navigatingaccounting.com

debt_wbn_pv_st01 Title page Debt» What's Behind the Numbers?» Scenic Video www.navigatingaccounting.com Title page Debt» What's Behind the Numbers?» Scenic Video www.navigatingaccounting.com Agenda Introduction Single cash flow Future value formula Present value formula Tables Multiple cash flows Present

More information

Bond Price Arithmetic

Bond Price Arithmetic 1 Bond Price Arithmetic The purpose of this chapter is: To review the basics of the time value of money. This involves reviewing discounting guaranteed future cash flows at annual, semiannual and continuously

More information

Key Concepts and Skills. Multiple Cash Flows Future Value Example 6.1. Chapter Outline. Multiple Cash Flows Example 2 Continued

Key Concepts and Skills. Multiple Cash Flows Future Value Example 6.1. Chapter Outline. Multiple Cash Flows Example 2 Continued 6 Calculators Discounted Cash Flow Valuation Key Concepts and Skills Be able to compute the future value of multiple cash flows Be able to compute the present value of multiple cash flows Be able to compute

More information

The Time Value of Money

The Time Value of Money The following is a review of the Quantitative Methods: Basic Concepts principles designed to address the learning outcome statements set forth by CFA Institute. This topic is also covered in: The Time

More information

How To Read The Book \"Financial Planning\"

How To Read The Book \Financial Planning\ Time Value of Money Reading 5 IFT Notes for the 2015 Level 1 CFA exam Contents 1. Introduction... 2 2. Interest Rates: Interpretation... 2 3. The Future Value of a Single Cash Flow... 4 4. The Future Value

More information

Bonds and Yield to Maturity

Bonds and Yield to Maturity Bonds and Yield to Maturity Bonds A bond is a debt instrument requiring the issuer to repay to the lender/investor the amount borrowed (par or face value) plus interest over a specified period of time.

More information

MODULE: PRINCIPLES OF FINANCE

MODULE: PRINCIPLES OF FINANCE Programme: BSc (Hons) Financial Services with Law BSc (Hons) Accounting with Finance BSc (Hons) Banking and International Finance BSc (Hons) Management Cohort: BFSL/13/FT Aug BACF/13/PT Aug BACF/13/FT

More information

Bond Valuation. Capital Budgeting and Corporate Objectives

Bond Valuation. Capital Budgeting and Corporate Objectives Bond Valuation Capital Budgeting and Corporate Objectives Professor Ron Kaniel Simon School of Business University of Rochester 1 Bond Valuation An Overview Introduction to bonds and bond markets» What

More information

Bond Valuation. FINANCE 350 Global Financial Management. Professor Alon Brav Fuqua School of Business Duke University. Bond Valuation: An Overview

Bond Valuation. FINANCE 350 Global Financial Management. Professor Alon Brav Fuqua School of Business Duke University. Bond Valuation: An Overview Bond Valuation FINANCE 350 Global Financial Management Professor Alon Brav Fuqua School of Business Duke University 1 Bond Valuation: An Overview Bond Markets What are they? How big? How important? Valuation

More information

CHAPTER 6 DISCOUNTED CASH FLOW VALUATION

CHAPTER 6 DISCOUNTED CASH FLOW VALUATION CHAPTER 6 DISCOUNTED CASH FLOW VALUATION Answers to Concepts Review and Critical Thinking Questions 1. The four pieces are the present value (PV), the periodic cash flow (C), the discount rate (r), and

More information

FI 302, Business Finance Exam 2, Fall 2000 versions 1 & 8 KEYKEYKEYKEYKEYKEYKEYKEYKEYKEYKEYKEYKEY

FI 302, Business Finance Exam 2, Fall 2000 versions 1 & 8 KEYKEYKEYKEYKEYKEYKEYKEYKEYKEYKEYKEYKEY FI 302, Business Finance Exam 2, Fall 2000 versions 1 & 8 KEYKEYKEYKEYKEYKEYKEYKEYKEYKEYKEYKEYKEY 1. (3 points) BS16 What is a 401k plan Most U.S. households single largest lifetime source of savings is

More information

DISCOUNTED CASH FLOW VALUATION and MULTIPLE CASH FLOWS

DISCOUNTED CASH FLOW VALUATION and MULTIPLE CASH FLOWS Chapter 5 DISCOUNTED CASH FLOW VALUATION and MULTIPLE CASH FLOWS The basic PV and FV techniques can be extended to handle any number of cash flows. PV with multiple cash flows: Suppose you need $500 one

More information

CHAPTER 5 INTRODUCTION TO VALUATION: THE TIME VALUE OF MONEY

CHAPTER 5 INTRODUCTION TO VALUATION: THE TIME VALUE OF MONEY CHAPTER 5 INTRODUCTION TO VALUATION: THE TIME VALUE OF MONEY 1. The simple interest per year is: $5,000.08 = $400 So after 10 years you will have: $400 10 = $4,000 in interest. The total balance will be

More information

3. If an individual investor buys or sells a currently owned stock through a broker, this is a primary market transaction.

3. If an individual investor buys or sells a currently owned stock through a broker, this is a primary market transaction. Spring 2012 Finance 3130 Sample Exam 1A Questions for Review 1. The form of organization for a business is an important issue, as this decision has very significant effect on the income and wealth of the

More information

Chapter 6 Contents. Principles Used in Chapter 6 Principle 1: Money Has a Time Value.

Chapter 6 Contents. Principles Used in Chapter 6 Principle 1: Money Has a Time Value. Chapter 6 The Time Value of Money: Annuities and Other Topics Chapter 6 Contents Learning Objectives 1. Distinguish between an ordinary annuity and an annuity due, and calculate present and future values

More information

Ing. Tomáš Rábek, PhD Department of finance

Ing. Tomáš Rábek, PhD Department of finance Ing. Tomáš Rábek, PhD Department of finance For financial managers to have a clear understanding of the time value of money and its impact on stock prices. These concepts are discussed in this lesson,

More information

Ch. Ch. 5 Discounted Cash Flows & Valuation In Chapter 5,

Ch. Ch. 5 Discounted Cash Flows & Valuation In Chapter 5, Ch. 5 Discounted Cash Flows & Valuation In Chapter 5, we found the PV & FV of single cash flows--either payments or receipts. In this chapter, we will do the same for multiple cash flows. 2 Multiple Cash

More information

CHAPTER 20. Financial Options. Chapter Synopsis

CHAPTER 20. Financial Options. Chapter Synopsis CHAPTER 20 Financial Options Chapter Synopsis 20.1 Option Basics A financial option gives its owner the right, but not the obligation, to buy or sell a financial asset at a fixed price on or until a specified

More information

The Binomial Option Pricing Model André Farber

The Binomial Option Pricing Model André Farber 1 Solvay Business School Université Libre de Bruxelles The Binomial Option Pricing Model André Farber January 2002 Consider a non-dividend paying stock whose price is initially S 0. Divide time into small

More information

FNCE 301, Financial Management H Guy Williams, 2006

FNCE 301, Financial Management H Guy Williams, 2006 Review In the first class we looked at the value today of future payments (introduction), how to value projects and investments. Present Value = Future Payment * 1 Discount Factor. The discount factor

More information

CHAPTER 5 INTRODUCTION TO VALUATION: THE TIME VALUE OF MONEY

CHAPTER 5 INTRODUCTION TO VALUATION: THE TIME VALUE OF MONEY CHAPTER 5 INTRODUCTION TO VALUATION: THE TIME VALUE OF MONEY Answers to Concepts Review and Critical Thinking Questions 1. The four parts are the present value (PV), the future value (FV), the discount

More information

Time Value of Money. 2014 Level I Quantitative Methods. IFT Notes for the CFA exam

Time Value of Money. 2014 Level I Quantitative Methods. IFT Notes for the CFA exam Time Value of Money 2014 Level I Quantitative Methods IFT Notes for the CFA exam Contents 1. Introduction... 2 2. Interest Rates: Interpretation... 2 3. The Future Value of a Single Cash Flow... 4 4. The

More information

NPV calculation. Academic Resource Center

NPV calculation. Academic Resource Center NPV calculation Academic Resource Center 1 NPV calculation PV calculation a. Constant Annuity b. Growth Annuity c. Constant Perpetuity d. Growth Perpetuity NPV calculation a. Cash flow happens at year

More information

5. Time value of money

5. Time value of money 1 Simple interest 2 5. Time value of money With simple interest, the amount earned each period is always the same: i = rp o We will review some tools for discounting cash flows. where i = interest earned

More information

Key Concepts and Skills Chapter 8 Stock Valuation

Key Concepts and Skills Chapter 8 Stock Valuation Key Concepts and Skills Chapter 8 Stock Valuation Konan Chan Financial Management, Spring 2016 Understand how stock prices depend on future dividends and dividend growth Be able to compute stock prices

More information

Chapter 1: Time Value of Money

Chapter 1: Time Value of Money 1 Chapter 1: Time Value of Money Study Unit 1: Time Value of Money Concepts Basic Concepts Cash Flows A cash flow has 2 components: 1. The receipt or payment of money: This differs from the accounting

More information

Discounted Cash Flow Valuation

Discounted Cash Flow Valuation Discounted Cash Flow Valuation Chapter 5 Key Concepts and Skills Be able to compute the future value of multiple cash flows Be able to compute the present value of multiple cash flows Be able to compute

More information

DUKE UNIVERSITY Fuqua School of Business. FINANCE 351 - CORPORATE FINANCE Problem Set #8 Prof. Simon Gervais Fall 2011 Term 2

DUKE UNIVERSITY Fuqua School of Business. FINANCE 351 - CORPORATE FINANCE Problem Set #8 Prof. Simon Gervais Fall 2011 Term 2 DUKE UNIVERSITY Fuqua School of Business FINANCE 351 - CORPORATE FINANCE Problem Set #8 Prof. Simon Gervais Fall 2011 Term 2 Questions 1. Hors d Age Cheeseworks has been paying a regular cash dividend

More information

Chapter 4. The Time Value of Money

Chapter 4. The Time Value of Money Chapter 4 The Time Value of Money 1 Learning Outcomes Chapter 4 Identify various types of cash flow patterns Compute the future value and the present value of different cash flow streams Compute the return

More information

Part 9. The Basics of Corporate Finance

Part 9. The Basics of Corporate Finance Part 9. The Basics of Corporate Finance The essence of business is to raise money from investors to fund projects that will return more money to the investors. To do this, there are three financial questions

More information

MBA 8130 FOUNDATIONS OF CORPORATION FINANCE FINAL EXAM VERSION A

MBA 8130 FOUNDATIONS OF CORPORATION FINANCE FINAL EXAM VERSION A MBA 8130 FOUNDATIONS OF CORPORATION FINANCE FINAL EXAM VERSION A Fall Semester 2004 Name: Class: Day/Time/Instructor:. Read the following directions very carefully. Failure to follow these directions will

More information

The Mathematics of Financial Planning (supplementary lesson notes to accompany FMGT 2820)

The Mathematics of Financial Planning (supplementary lesson notes to accompany FMGT 2820) The Mathematics of Financial Planning (supplementary lesson notes to accompany FMGT 2820) Using the Sharp EL-733A Calculator Reference is made to the Appendix Tables A-1 to A-4 in the course textbook Investments:

More information

Time Value of Money. Work book Section I True, False type questions. State whether the following statements are true (T) or False (F)

Time Value of Money. Work book Section I True, False type questions. State whether the following statements are true (T) or False (F) Time Value of Money Work book Section I True, False type questions State whether the following statements are true (T) or False (F) 1.1 Money has time value because you forgo something certain today for

More information

Cash Flow Analysis Venture Business Perspective

Cash Flow Analysis Venture Business Perspective Cash Flow Analysis Venture Business Perspective Cash Flow (CF) Analysis What is CF and how is determined? CF Free CF Managing CF Cash Conversion Cyclical CF Break-even Valuing venture businesses based

More information

TIME VALUE OF MONEY #6: TREASURY BOND. Professor Peter Harris Mathematics by Dr. Sharon Petrushka. Introduction

TIME VALUE OF MONEY #6: TREASURY BOND. Professor Peter Harris Mathematics by Dr. Sharon Petrushka. Introduction TIME VALUE OF MONEY #6: TREASURY BOND Professor Peter Harris Mathematics by Dr. Sharon Petrushka Introduction This problem assumes that you have mastered problems 1-5, which are prerequisites. In this

More information

Problem Set 1 Foundations of Financial Markets Instructor: Erin Smith Summer 2011 Due date: Beginning of class, May 31

Problem Set 1 Foundations of Financial Markets Instructor: Erin Smith Summer 2011 Due date: Beginning of class, May 31 Problem Set Foundations of Financial Markets Instructor: Erin Smith Summer 20 Due date: Beginning of class, May 3. Suppose the debt holders of a cosmetics firm hold debt with a face value of $500,000.

More information

HOW TO CALCULATE PRESENT VALUES

HOW TO CALCULATE PRESENT VALUES Chapter 2 HOW TO CALCULATE PRESENT VALUES Brealey, Myers, and Allen Principles of Corporate Finance 11 th Global Edition McGraw-Hill Education Copyright 2014 by The McGraw-Hill Companies, Inc. All rights

More information

How To Calculate The Value Of A Project

How To Calculate The Value Of A Project Chapter 02 How to Calculate Present Values Multiple Choice Questions 1. The present value of $100 expected in two years from today at a discount rate of 6% is: A. $116.64 B. $108.00 C. $100.00 D. $89.00

More information

SOCIETY OF ACTUARIES FINANCIAL MATHEMATICS EXAM FM SAMPLE QUESTIONS

SOCIETY OF ACTUARIES FINANCIAL MATHEMATICS EXAM FM SAMPLE QUESTIONS SOCIETY OF ACTUARIES EXAM FM FINANCIAL MATHEMATICS EXAM FM SAMPLE QUESTIONS This page indicates changes made to Study Note FM-09-05. April 28, 2014: Question and solutions 61 were added. January 14, 2014:

More information

The Time Value of Money

The Time Value of Money The Time Value of Money Future Value - Amount to which an investment will grow after earning interest. Compound Interest - Interest earned on interest. Simple Interest - Interest earned only on the original

More information

FNCE 301, Financial Management H Guy Williams, 2006

FNCE 301, Financial Management H Guy Williams, 2006 Stock Valuation Stock characteristics Stocks are the other major traded security (stocks & bonds). Options are another traded security but not as big as these two. - Ownership Stockholders are the owner

More information

Problem 1 (Issuance and Repurchase in a Modigliani-Miller World)

Problem 1 (Issuance and Repurchase in a Modigliani-Miller World) Problem 1 (Issuance and Repurchase in a Modigliani-Miller World) A rm has outstanding debt with a market value of $100 million. The rm also has 15 million shares outstanding with a market value of $10

More information

In effect CFD s are financial derivatives, originally known as Traded Options, that allow traders to take advantage of prices moving up (long

In effect CFD s are financial derivatives, originally known as Traded Options, that allow traders to take advantage of prices moving up (long What are CFD s In finance, a contract for difference (CFD) is a contract between two parties, typically described as "buyer" and "seller", stipulating that the seller will pay to the buyer the difference

More information

Time Value of Money (TVM)

Time Value of Money (TVM) BUSI Financial Management Time Value of Money 1 Time Value of Money (TVM) Present value and future value how much is $1 now worth in the future? how much is $1 in the future worth now? Business planning

More information

1. What are the three types of business organizations? Define them

1. What are the three types of business organizations? Define them Written Exam Ticket 1 1. What is Finance? What do financial managers try to maximize, and what is their second objective? 2. How do you compare cash flows at different points in time? 3. Write the formulas

More information

CHAPTER 9 Time Value Analysis

CHAPTER 9 Time Value Analysis Copyright 2008 by the Foundation of the American College of Healthcare Executives 6/11/07 Version 9-1 CHAPTER 9 Time Value Analysis Future and present values Lump sums Annuities Uneven cash flow streams

More information

Time Value of Money. Background

Time Value of Money. Background Time Value of Money (Text reference: Chapter 4) Topics Background One period case - single cash flow Multi-period case - single cash flow Multi-period case - compounding periods Multi-period case - multiple

More information

INSTITUTE OF ACTUARIES OF INDIA

INSTITUTE OF ACTUARIES OF INDIA INSTITUTE OF ACTUARIES OF INDIA EXAMINATIONS 15 th November 2010 Subject CT1 Financial Mathematics Time allowed: Three Hours (15.00 18.00 Hrs) Total Marks: 100 INSTRUCTIONS TO THE CANDIDATES 1. Please

More information

The Time Value of Money

The Time Value of Money The Time Value of Money Time Value Terminology 0 1 2 3 4 PV FV Future value (FV) is the amount an investment is worth after one or more periods. Present value (PV) is the current value of one or more future

More information

Long-Term Debt. Objectives: simple present value calculations. Understand the terminology of long-term debt Par value Discount vs.

Long-Term Debt. Objectives: simple present value calculations. Understand the terminology of long-term debt Par value Discount vs. Objectives: Long-Term Debt! Extend our understanding of valuation methods beyond simple present value calculations. Understand the terminology of long-term debt Par value Discount vs. Premium Mortgages!

More information

If I offered to give you $100, you would probably

If I offered to give you $100, you would probably File C5-96 June 2013 www.extension.iastate.edu/agdm Understanding the Time Value of Money If I offered to give you $100, you would probably say yes. Then, if I asked you if you wanted the $100 today or

More information

Primary Market - Place where the sale of new stock first occurs. Initial Public Offering (IPO) - First offering of stock to the general public.

Primary Market - Place where the sale of new stock first occurs. Initial Public Offering (IPO) - First offering of stock to the general public. Stock Valuation Primary Market - Place where the sale of new stock first occurs. Initial Public Offering (IPO) - First offering of stock to the general public. Seasoned Issue - Sale of new shares by a

More information

1.2-1.3 Time Value of Money and Discounted Cash Flows

1.2-1.3 Time Value of Money and Discounted Cash Flows 1.-1.3 ime Value of Money and Discounted ash Flows ime Value of Money (VM) - the Intuition A cash flow today is worth more than a cash flow in the future since: Individuals prefer present consumption to

More information

CALCULATOR TUTORIAL. Because most students that use Understanding Healthcare Financial Management will be conducting time

CALCULATOR TUTORIAL. Because most students that use Understanding Healthcare Financial Management will be conducting time CALCULATOR TUTORIAL INTRODUCTION Because most students that use Understanding Healthcare Financial Management will be conducting time value analyses on spreadsheets, most of the text discussion focuses

More information

Exercise 1 for Time Value of Money

Exercise 1 for Time Value of Money Exercise 1 for Time Value of Money MULTIPLE CHOICE 1. Which of the following statements is CORRECT? a. A time line is not meaningful unless all cash flows occur annually. b. Time lines are useful for visualizing

More information

Chapter 12 Practice Problems

Chapter 12 Practice Problems Chapter 12 Practice Problems 1. Bankers hold more liquid assets than most business firms. Why? The liabilities of business firms (money owed to others) is very rarely callable (meaning that it is required

More information

Chapter 19. Web Extension: Rights Offerings and Zero Coupon Bonds. Rights Offerings

Chapter 19. Web Extension: Rights Offerings and Zero Coupon Bonds. Rights Offerings Chapter 19 Web Extension: Rights Offerings and Zero Coupon Bonds T his Web Extension discusses two additional topics in financial restructuring: rights offerings and zero coupon bonds. Rights Offerings

More information

Perpetuities and Annuities EC 1745. Borja Larrain

Perpetuities and Annuities EC 1745. Borja Larrain Perpetuities and Annuities EC 1745 Borja Larrain Today: 1. Perpetuities. 2. Annuities. 3. More examples. Readings: Chapter 3 Welch (DidyoureadChapters1and2?Don twait.) Assignment 1 due next week (09/29).

More information

Forwards and Futures

Forwards and Futures Prof. Alex Shapiro Lecture Notes 16 Forwards and Futures I. Readings and Suggested Practice Problems II. Forward Contracts III. Futures Contracts IV. Forward-Spot Parity V. Stock Index Forward-Spot Parity

More information