FIN-320 Principles Of Finance 3-2 Project One: Financial Analyst Job Aid

Competency

In this project, you will demonstrate your mastery of the following competency:

  • Describe the purpose and function of financial management in an organization

Scenario

You have been an entry-level financial analyst for six months. Your supervisor, who is about to fill another entry-level financial analyst position on your team, has asked you to create a job aid about the financial analyst role to help the new hire transition smoothly. The job aid needs to describe the responsibilities of a financial analyst, the essential elements of the role, and the impact the role has on a business.

Directions

Create a job aid for a new hire to an entry-level financial analyst position. Your job aid should be thorough yet easy for someone new to the field of finance to understand. You are encouraged to use the Project One Financial Analyst Job Aid template in the Supporting Materials section to complete this assignment.

Specifically, you must address the following:

  1. Financial Analyst Job Aid: In this job aid, you will give a general overview of financial management and its importance to a business.
    1. Financial Responsibilities: Describe the responsibilities of a financial analyst.
      1. In this section, outline the responsibilities a financial analyst has in terms of financial management. Add 5 to 7 specific bullet points outlining these responsibilities, and use complete sentences so that expectations are clear.
    2. Financial Management Decisions: Discuss the importance of using financial management for business decisions, and provide examples to support your claims.
      1. Consider the bullet points you outlined above. How do those responsibilities help to inform management decisions, and what would happen if management didn’t have this information? This should be a brief paragraph with examples.
    3. Accounting Principles: Explain how accounting principles are used to analyze a business’s financial health, and provide examples to support your claims.
      1. Write a brief paragraph that explains accounting principles and how they are used within financial management in relation to analyzing financial health. What accounting information and approaches do financial analysts rely on, and how do they use it? What would happen if that information was not available or was not accurate?
    4. Financial Statements: Describe how financial statements are used to help businesses make finance-related decisions, and provide examples to support your claims.
      1. Consider identifying the information contained in financial statements and what financial analysts would need in order to do their job. What types of finance-related business decisions would this information help to inform? Provide real or fictional examples to help show this.
    5. Financial Terminology: Explain how a financial analyst would use the financial terms in their day-to-day responsibilities in a clear, easy-to-understand way.
      1. Define each term listed below and provide a 1- to 2-sentence explanation of how a financial analyst might use the term, especially when communicating information to management or clients, or when relaying information to inform important decisions:
        • Financial statement
        • Liquidity
        • Working capital
        • Diversification
        • Time value of money

What to Submit

To complete this project, you must submit the following:

Financial Analyst Job Aid
Submit your job aid as a 2- to 3- page Word document with 12-point Times New Roman font, double spacing, and one-inch margins. Or, you may use the Project One Financial Analyst Job Aid template to help you complete this assignment. Sources should be cited according to APA style.

FIN 320 Project One Financial Analyst Job Aid

 

[Note: To complete this template, replace the bracketed text with your own content. Remove this note before you submit your job aid.]

 

The goal of this job aid is to provide an overview of the day-to-day responsibilities of a financial analyst and to describe the role financial management plays in an organization.

 

Financial Responsibilities

[In this section, outline the responsibilities a financial analyst has in terms of financial management. Add 5–7 specific bullet points outlining these responsibilities, and use complete sentences so that expectations are clear.]

 

· [Responsibility 1]

· [Responsibility 2]

· [Responsibility 3]

· [Responsibility 4]

· [Responsibility 5]

· [Responsibility 6]

· [Responsibility 7]

Financial Management Decisions

[In this section, discuss the importance of using financial management for business decisions, and provide examples to support your claims.

 

Consider the bullet points you outlined above. How do these responsibilities help to inform management decisions, and what would happen if management didn’t have this information? This should be a brief paragraph with examples.]

Accounting Principles

[In this section, explain how accounting principles are used to analyze a business’s financial health, and provide examples to support your claims.

 

Write a brief paragraph that explains accounting principles and how they are used within financial management in relation to analyzing financial health. What accounting information and approaches do financial analysts rely on, and how do they use it? What would happen if that information was not available or was not accurate?]

Financial Statements

[In this section, describe how financial statements are used to help businesses make finance-related decisions, and provide examples to support your claims.

 

Consider identifying the information contained in financial statements and what financial analysts would need in order to do their job. What types of finance-related business decisions would this information help to inform? Provide real or fictional examples to help show this.]

Financial Terminology

[In this section, explain how a financial analyst would use the provided financial terms in their day-to-day responsibilities in a clear, easy-to-understand way.

 

Provide a 1- to 2-sentence explanation of how a financial analyst might use each of the terms listed below, especially when communicating information to management or clients, or when relaying information to inform important decisions.]

 

Financial statement

· Definition: [Insert definition.]

· How this is used: [Insert explanation.]

 

Liquidity

· Definition: [Insert definition.]

· How this is used: [Insert explanation.]

 

Working capital

· Definition: [Insert definition.]

· How this is used: [Insert explanation.]

 

Diversification

· Definition: [Insert definition.]

· How this is used: [Insert explanation.]

 

Time value of money

· Definition: [Insert definition.]

· How this is used: [Insert explanation.]

 

References

[Remove this section before submitting this assignment. Please include any and all
 
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Investment Formula Calculation

Sheet1

A Treasury bill with 130 days to maturity is quoted at 98.540. What is the bank discount yield, the bond equivalent yield, and the effective annual return? (Do not round intermediate calculations. Enter your answers as a percent rounded to 3 decimal places. Omit the “%” sign in your response.)
  Discount yield  %
  Bond equivalent yield  %
  Effective annual return  % Cannot figure out Effect Rate of Return Calculation
Please provide correct formula and answer for calculation

Sheet3

A Treasury bill purchased in December 2015 has 149 days until maturity and a bank discount yield of 3.72 percent. Assume a $100 face value.
What is the price of the bill as a percentage of face value? (Do not round intermediate calculations. Enter your answer as a percent rounded to 3 decimal places. Omit the “%” sign in your response.)
  Price  % 98.46033333
What is the bond equivalent yield? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places. Omit the “%” sign in your response.)
  Bond equivalent yield  % Cannot figure out Bond Equivalent yield
Need formula to calcule this answer

Sheet4

The treasurer of a large corporation wants to invest $16 million in excess short-term cash in a particular money market investment. The prospectus quotes the instrument at a true yield of 6.64 percent; that is, the EAR for this investment is 6.64 percent. However, the treasurer wants to know the money market yield on this instrument to make it comparable to the T-bills and CDs she has already bought. If the term of the instrument is 80 days, what are the bond equivalent and discount yields on this investment? (Do not round intermediate calculations. Enter your answers as a percent rounded to 2 decimal places. Omit the “%” sign in your response.)
 Bond equivalent yield  % %
  Discount yield  % %

Sheet5

Rolling Company bonds have a coupon rate of 4.40 percent, 16 years to maturity, and a current price of $1,106. What is the YTM? The current yield? (Do not round intermediate calculations. Enter your answers as a percent rounded to 2 decimal places. Omit the “%” sign in your response.)
  YTM  % %
  Current yield  % %

Sheet6

A bond sells for $925.36 and has a coupon rate of 7.60 percent. If the bond has 20 years until maturity, what is the yield to maturity of the bond? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places. Omit the “%” sign in your response.)
 Yield to maturity %

Sheet7

May Industries has a bond outstanding that sells for $833. The bond has a coupon rate of 8.00 percent and 15 years until maturity. What is the yield to maturity of the bond? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places. Omit the “%” sign in your response.)
Yield to maturity

Sheet8

Atlantis Fisheries issues zero coupon bonds on the market at a price of $612 per bond. Each bond has a face value of $1,000 payable at maturity in 11 years. What is the yield to maturity for these bonds? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places. Omit the “%” sign in your response
 Yield to maturity %

Sheet9

Atlantis Fisheries issues zero coupon bonds on the market at a price of $513 per bond. These are callable in 5 years at a call price of $570. Using semiannual compounding, what is the yield to call for these bonds?(Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places. Omit the “%” sign in your response.)
 Yield to call %

Sheet10

Atlantis Fisheries issues zero coupon bonds on the market at a price of $423 per bond. If these bonds are callable in 7 years at a call price of $541, what is their yield to call? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places. Omit the “%” sign in your response.)
Yield to call %

Sheet11

Great Wall Pizzeria issued 7-year bonds one year ago at a coupon rate of 6.5 percent. If the YTM on these bonds is 8.6 percent, what is the current bond price? (Do not round intermediate calculations. Round your answer to 2 decimal places. Omit the “$” sign in your response.)
Price

Sheet12

Both bond A and bond B have 7.4 percent coupons and are priced at par value. Bond A has 7 years to maturity, while bond B has 16 years to maturity.
If interest rates suddenly rise by 1.8 percent, what is the percentage change in price of bond A and bond B? (Negative answers should be indicated by a minus sign. Do not round intermediate calculations. Enter your answers as a percent rounded to 2 decimal places. Omit the “%” sign in your response.)
  Bond A  %
  Bond B  %
If interest rates suddenly fall by 1.8 percent instead, what would be the percentage change in price of bond A and bond B? (Do not round intermediate calculations. Enter your answers as a percent rounded to 2 decimal places. Omit the “%” sign in your response.)
  Bond A  %
  Bond B  %

Sheet13

LKD Co. has 11 percent coupon bonds with a YTM of 8.7 percent. The current yield on these bonds is 9.6 percent. How many years do these bonds have left until they mature? (Do not round intermediate calculations. Round your answer to 2 decimal places.)
  Bonds mature  years

 

 

4.160%

 

4.160%

 

4.043%

 

4.043%

 
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Managerial Decision Analysis Homework (Excel Spreadsheet)

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M2 Group Assignment Instructions Complete the Assignment, name it as GroupXX_Assign2.xls (where XX is your Group Name), and upload and submit to the instructor through Dropbox. Do not enter anything in the spreadsheet cells that are black, labeled “Grader”. You must complete this assignment without the assistance of persons other than the members of your Group. You may use any other resources you deem necessary. Answer the questions below by placing the appropriate graph and/or answers in the designated cells of the spreadsheet.

DO NOT CHANGE THE APPEARANCE OR FUNCTIONALITY OF THE SPREADSHEET UNLESS INSTRUCTED TO DO SO.

Question 1 (35 points) Office Support, Inc. provides on-site repair for most large photocopy machines. It currently has five trained repair teams that it sends out on an on-call basis. Since the company advertises one-day service, it will not accept more than five requests for service per day. Two months ago, the vice president started considering expanding the workforce. At that time he asked the call desk to record the actual calls for each of the next 40 days. The data to respond to the questions below are provided in the Office worksheet. Define the random variable x as the number of service calls per day. Clearly x is a discrete random variable.

a. 3 points: Use built-in Excel functions to find the minimum and maximum values of x. That is, find the minimum number and maximum number of service calls per day over the 40 day period.

• Place the minimum in cell E2. • Place the maximum in cell E3.

b. 3 points: Based on the minimum and maximum number of service calls per day in the sample of

40 days, specify the complete range of x. That is, make a list of all possible outcomes of x under the column labeled x starting in cell G2.

c. 5 points: Using the built-in Excel function named COUNTIF, calculate the count (frequency) of

each outcome (x) in the sample. In general, your function with its arguments will appear as “=COUNTIF(argument 1, argument 2),” where argument 1 is the data range and argument 2 is a cell reference containing a specific outcome value. Start by finding the count for x = 0, then finding the count for all other outcomes. The values will be under the column labeled “Count.”

• In the first unused cell following the last count value (from above), use Excel’s built-in SUM function to calculate the total count (frequency). For example, if the count cells went from H2:H7, enter the sum in cell H8. Format the sum cell (box, color, etc.) to highlight that it contains the sum of the values above it.

d. 6 points: Beginning in cell I2, write a formula to calculate the probability of each outcome, based

on the concept of relative frequency. Reference the cell containing the sum of counts (from above) as an absolute reference in your formula, but reference the cell containing the count as a relative reference.

• In the first unused cell following the last probability value (from above), use Excel’s built-in SUM function to calculate the total probability. For example, if the probability cells went from I2:I7, enter the sum in cell I8.

 

 

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• Format all the probability values (including the sum of probabilities) in column I using 3 decimal places. Format the sum cell (box, color, etc.) to highlight that it contains the sum of the values above it.

e. 4 points: In cell K9, calculate the expected value, that is, find the average number of service calls

per day. The formula for Expected Value is: ( ) ( )E x x P x= ⋅∑ • To calculate the expected value you should first write a formula in cell K2 and drag it to K8.

The formula in cell K2 should make relative reference to the values in cell G2 and cell I2.

f. 10 points: In cell N9, calculate the variance, that is, find the variance for the random variable number of service calls per day. The formula for Variance is [ ]2( ) ( )( )Var x P xx E x= ⋅−∑ . To calculate the variance you will first be required to follow these steps. • Provide formulas in cells L2 through L8 that find the difference in each value of x and the

expected value, that is, a formula for[ ]( )x E x− . The formulas should make absolute reference to the expected value in cell K9, and relative reference to the values in cells G2 through G8.

• Provide formulas in cells M2 through M8 that square the differences found in cells L2 through L8, that is, formulas for[ ]2( )x E x− .

• Provide formulas in cells N2 through N8 that multiply the squared differences found in cells M2 through M8 by the probability values calculated in column I, that is, formulas for

[ ]2 ( )( ) P xx E x ⋅− . • Calculate the Variance and place the value in cell N9. • In cell N10, calculate the standard deviation. Recall that the formula for the standard

deviation is ( )StdDev Var x= .

g. 2 points: In cell L13, calculate the probability that Office Support will have two or more service calls per day. That is, find ( 2)P X ≥ .

h. 2 points: In cell L14, calculate the probability that Office Support will have less than two service calls per day. That is, find ( 1)P X ≤ .

 

Question 2 (15 points) Asterex Inc. produces silicon gaskets that are used to connect piping materials for the petroleum industry. The gaskets are ring shaped, and look like a thin donut with a big hole in the center. It is important that the gaskets have the proper inside diameter (ID), outside diameter (OD), and wall thickness. The quality control department samples and tests gaskets every 15 minutes to ensure conformance to quality characteristics and engineering specifications for the three quality dimensions. Recently, there has been some concern about the OD of the gaskets. A sample of 100 gasket OD measures was taken and the data is in column B. If the gasket production machine is working properly, the population of gasket OD measures can be reasonably modeled by a Normal distribution with mean OD = 400 mm and standard deviation OD = 2 mm. Use the spreadsheet named Asterex.

a. 5 points: Find the values for the sample statistics indicated in column D. Use a built-in Excel

function or formula when appropriate. Place the appropriate function or formula for each statistics in the indicated cell in column E.

 

 

 

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b. 5 points: The engineering specifications provide that a gasket should be between 395 mm and

405 mm, otherwise a gasket is defective. Assuming the process is working correctly; find the probability that a randomly selected gasket is not defective. Use Excel’s built-in function for the Normal distribution to answer the question, and place the value in cell J2.

c. 5 points: The engineering specifications provide that a gasket should be between 395 mm and

405 mm, otherwise a gasket is defective. Assuming the process is working correctly; find the probability that a randomly selected gasket is defective. Use Excel’s built-in function for the Normal distribution to answer the question, and place the value in cell J4.

Question 3 (35 points) For the coming season, Savannah Bee Company plans to introduce a new product called Orange Blossom Honey. Savannah Bee faces the decision of how many units of Orange Blossom Honey to produce for the coming holiday season.

Members of the management team recommended production quantities of 1,500, 1,800, 2,400, and 2,800. The different production quantities reflect considerable disagreement regarding the market potential of the new product. The product management team has contracted you for an analysis of the stock out probabilities for various production quantities, an estimate of the profit potential, and to help make a production quantity recommendation.

Savannah Bee expects to sell Orange Blossom Honey for $20, and the cost is $11 per unit. If inventory remains after the holiday season, Savannah Bee will sell all surplus inventory for $10 per unit. After reviewing the sales history of similar products, Savannah Bee’s senior sales forecaster predicted an expected demand of 2,000 units with a 0.9 probability that demand would be between 1,000 units and 3,000 units.

a. 6 points: Please use sales forecaster’s prediction to describe a normal probability distribution that can be used to approximate the demand distribution. Compute the normal distribution’s standard deviation. (Place the answer in Cell C2 and the formula(s) in Cells G2:K2)

 

b. 6 points: Once you have approximated the demand using a normal distribution, please compute the probabilities of a stock out for the production quantities suggested by members of the management team. (Place the answers in Cells C7:C10)

c. 16 points: Assuming three cases scenarios (i.e., worse case with a sales quantity of 1,000 units; most likely case with a sales quantity of 2,000 units; and best case with a sales quantity of 3,000 units), please figure out the projected profit for the production quantities suggested by the management team. Complete the tables in Cells B13: J39 by writing formulas and using Excel functions when necessary.

1,000 2,000 3,000

 

 

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d. 7 points: One of the managers felt that the profit potential was so great that the production quantity should have a 90% chance of meeting demand and only a 10% chance of any stock-out. What quantity would be produced under this policy? (Place your answer in Cell C44)

Question 4 (15 points) Gateway 2000 Inc. receives large shipments of microprocessors from Intel Corp. It must try to ensure that the proportion of microprocessors that are defective is small. Suppose Gateway samples and tests 5 microprocessors out of a shipment of thousands of these microprocessors. Suppose also that if at least 1 of the microprocessors is defective, the shipment is returned. This sampling and inspection scheme can be modeled as a Binomial process with parameters n and p. Define x = the number of defective microprocessors out of 5 sampled and inspected. Use the spreadsheet named Gateway.

a. 2 points: Starting in cell A3, moving down, list all possible values for the number of defective microprocessors (out of 5 sampled).

b. 6 points: Suppose that Intel Corp.’s shipment contains 10% defective microprocessors. Use

Excel’s built-in function for the Binomial distribution to calculate the probability for each outcome you listed in column A. Start the probability calculations in cell B3 and move down. Also, show that you ensured that the sum of the probabilities of all possible outcomes is 1.

c. 1 points: Again, suppose that Intel Corp.’s shipment contains 10% defective microprocessors. In

cell C11, find the average number of defectives we expect in a sample of 5 microprocessors.

d. 3 points: Again, suppose that Intel Corp.’s shipment contains 10% defective microprocessors. In cell C13, provide the probability that the entire shipment will be returned (assuming 10% defect rate and 5 microprocessors sampled).

e. 3 points: In cell C15, calculate the probability that the entire shipment will be kept by Gateway

even though the shipment has 10% defective microprocessors assuming 5 microprocessors are sampled.

 

 

  • For the coming season, Savannah Bee Company plans to introduce a new product called Orange Blossom Honey. Savannah Bee faces the decision of how many units of Orange Blossom Honey to produce for the coming holiday season.
  • Members of the management team recommended production quantities of 1,500, 1,800, 2,400, and 2,800. The different production quantities reflect considerable disagreement regarding the market potential of the new product. The product management team …
  • Savannah Bee expects to sell Orange Blossom Honey for $20, and the cost is $11 per unit. If inventory remains after the holiday season, Savannah Bee will sell all surplus inventory for $10 per unit. After reviewing the sales history of similar produ…
  • a. 6 points: Please use sales forecaster’s prediction to describe a normal probability distribution that can be used to approximate the demand distribution. Compute the normal distribution’s standard deviation. (Place the answer in Cell C2 and the f…
  • b. 6 points: Once you have approximated the demand using a normal distribution, please compute the probabilities of a stock out for the production quantities suggested by members of the management team. (Place the answers in Cells C7:C10)
  • c. 16 points: Assuming three cases scenarios (i.e., worse case with a sales quantity of 1,000 units; most likely case with a sales quantity of 2,000 units; and best case with a sales quantity of 3,000 units), please figure out the projected profit for…
  • d. 7 points: One of the managers felt that the profit potential was so great that the production quantity should have a 90% chance of meeting demand and only a 10% chance of any stock-out. What quantity would be produced under this policy? (Place yo…
 
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Finance Project-9 Page-On Swap/Option/Forwards

You will write a 9-page project in which you do three case studies. The case

studies may or may not come from the Global Derivatives Debacles book. One case must be related to Forwards/Futures, one to swaps, and one to options. For this project,  you  will  choose  real-life  examples  and  will  find  in  practice  how

companies/industries  use  the  financial  instruments  discussed  in  class.  My

preference is for a description of how the use of a derivative was relevant in

understanding a historical event (a financial crisis, a big company collapsing

because of bad risk taking or fraud, how a city was rebuilt, or a war financed,

how a historical circumstance gave rise to the creation a derivative…) Citing

your sources will be crucial for a good grade. I want to see that you looked at

financial  news  and  respectable  sources  to  find  the  information  needed.  The

project can be written in groups of 2, or individually.

*If, and only if, you turn in a case for “evaluation” before the exam for

that section, I will give you feedback. All three cases must be turned in as

one project at the end of the semester.

Rubric for project grade:

– Good topic and supporting articles

20%

– Detailed and clear explanation

60%

– Organized presentation and format

10%

– Completeness & length

10%

Info on project

If you choose to do as case study one of the stories in the suggested book, which I highly encourage, this suggestions are for you:

– Your case study should consist on: a brief summary of what happened plus a detailed answer to the questions at the end of the chapter. (Each story in the book ends with a list of questions that can be answered with the information in the chapter).

– Skim all the cases and read twice the one you choose for each type of derivative. First, go through the details and try to figure out what happened. Write down what you don’t understand and come to my office to ask me. Then, go back to the chapter looking for the particular answers to the questions at the end.

– Each case study should be around 3-4 pages, 1.5 or double spaced. Use times new roman or book antiqua,  size 12. 1-inch margins. Any graphs can be hand made, but very tidy. The graphs are not part of the 3-4 pages measure.

– For the entire project (the 3 cases put together), do a cover page, and a content page. Put graphs/appendix at the end of each case.

– Use your own words to explain things. I have the book, I don’t need you to type whole sentences from the chapter. I want your version, in your words, of what you understand happened.

Due date: Dec 12 at noon. In my office. Printed copy. NO EMAILING.

GLOBAL DERIVATIVE DEBACLES

From Theory to Malpractice

Second Edition

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GLOBAL DERIVATIVE DEBACLES

From Theory to Malpractice

Second Edition

Laurent L Jacque Tufts University, USA & HEC School of Management, France

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Published by

World Scientific Publishing Co. Pte. Ltd. 5 Toh Tuck Link, Singapore 596224 USA office: 27 Warren Street, Suite 401-402, Hackensack, NJ 07601 UK office: 57 Shelton Street, Covent Garden, London WC2H 9HE

Library of Congress Cataloging-in-Publication Data Jacque, Laurent L.

Global derivative debacles : from theory to malpractice / by Laurent L. Jacque. — Second Edition.

pages cm Includes bibliographical references and index. ISBN 978-9814663243 (alk. paper) — ISBN 978-9814663267 (alk. paper)

1. Derivative securities. 2. Finance. I. Title. HG6024.A3J335 2015 332.64’57–dc23

2015005685

British Library Cataloguing-in-Publication Data A catalogue record for this book is available from the British Library.

Copyright © 2015 by World Scientific Publishing Co. Pte. Ltd.

All rights reserved. This book, or parts thereof, may not be reproduced in any form or by any means, electronic or mechanical, including photocopying, recording or any information storage and retrieval system now known or to be invented, without written permission from the publisher.

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For photocopying of material in this volume, please pay a copying fee through the Copyright Clearance Center, Inc., 222 Rosewood Drive, Danvers, MA 01923, USA. In this case permission to photocopy is not required from the publisher.

In-house Editor: Sandhya Venkatesh

Typeset by Stallion Press Email: [email protected]

Printed in Singapore

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A la mémoire de ma mère.

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PREFACE

At a time when the global financial system is engulfed into the mother of all financial crises, it is indeed tempting and opportune to charge derivatives for creating mayhem. Are derivatives indeed “the financial weapons of mass destruction” as vilified by Warren Buffet? This book is not another treatise on financial derivatives. The purpose of this project instead is to unlock the secrets of mystifying derivatives by telling the stories of institutions, which played in the derivative market and lost big. For some of them, it was honest but flawed financial engineering which brought them havoc. For others, it was unbridled speculation perpetrated by rogue traders, whose unchecked fraud brought their house down.

Each story is unique reflecting in part the idiosyncratic circumstances of derivative use and/or misuse but, as the reader will discover, a number of key themes keep reappearing under various guises: flawed financial engineering, poor auditing, ill-designed risk management and control systems, weak governance, old-fashioned fraud … Each chapter addresses one major derivative debacle by first narrating the story before deconstructing the financial architecture behind the debacle. In the process, the reader will become acquainted with institutions encompassing universal banks, hedge funds, industrial firms, trading companies and municipalities, and their lead character or villain. Like many I find myself mesmerized by the ingenuity of these infamous derivatives and the saga of powerful institutions in the hands of which they misfired: This book is their story.

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ACKNOWLEDGEMENTS

Over the years, research projects, consulting assignments and discussions with many savvy executives and academics have helped me challenge received wisdom in the area of financial engineering, risk management and derivatives: for their insight this book is a better one. Most notably I wish to thank Daniel Ades (Kawa Fund), Y.D. Ahn (Daewoo), Blaise Allaz (HEC), Bruce Benson (Barings), Alex Bongrain (Bongrain S.A.), Charles Bravler (Oliver Wyman), James Breech (Cougar Investments), Eric Bryis (Cyberlibris), Gaylen Byker (Inter-Oil Corporation), Brian Casabianca (International Finance Corporation), Asavin Chintakananda (Stock Exchange of Thailand), Georg Ehrensperger (Garantia), Myron Glucksman (Citicorp), Anthony Gribe (J.P. Hottinguer & Cie), Charamporn Jotishkatira (Thai Airways International), Minsoo Jung (Chatham Financial), Margaret Loebl (ADM), Robert Kiernan (Advanced Portfolio Management), Oliver Kratz (Global Thematic Partners), Rodney McLauchlan (Bankers Trust), Avinash Persaud (State Street), Gabriel Hawawini (INSEAD), Jacques Olivier (HEC), Craig Owen (Campbell Soup), Guadalupe Philips (Televisa), Christoph Schmid (Bio-Oils), Jorge Ramirez (Aon Risk Solutions), John Schwarz (Citicorp), Manoj Shahi, Pat Schena (Tufts University), Sung Cheng Shih (GIC, Singapore), Roland Portait (ESSEC), Rishad Sadikot (Cambridge Associates), Charles Tapiero (NYU Polytechnic School of Engineering), Adrian Tschoegl (Wharton School), Georgi Tsekov (Standard Chartered Bank), Philip Uhlmann (Bentley College), Seck Wai Kwong (State Street), Ibrahim Warde (Tufts University) and Lawrence Weiss (Tufts University).

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I am indebted to several individuals who selflessly read and edited several versions of the manuscript and wish to express my appreciation to David Aldama, Darius Haworon, Ellen MacDonald, Manoj Shahi, Scott Strand and Rajeev Sawant. Timely help for graphics and word-processing from Jordan Fabiansky, Martin Klupilek and Lupita Ervin is gratefully acknowledged. Last but not least I wish to thank my editor in chief — Olivier Jacque — who painstakingly reviewed the entire manuscript and asked all the hard questions.

Yet with so much help from so many I am still searching for the ultimate derivative which would hedge me from all remaining errors: but there is no escape — they are all mine.

LLJ Winchester and Paris

January 2015

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ABOUT THE AUTHOR

Laurent L. Jacque is the Walter B. Wriston Professor of International Finance & Banking at the Fletcher School of Law and Diplomacy (Tufts University) and Director of its International Business Studies Program. He previously served as Fletcher’s Academic Dean and as such was responsible for the design and the establishment of the new Master of International Business degree and the Center for Emerging Market Enterprises. Since 1990 he has also held a secondary appointment at the HEC School of Management (France) as a Professor of Economics, Finance, and International Business. Earlier, he served on the faculty of the Wharton School (University of Pennsylvania) for eleven years where he held a joint appointment in the Management and Finance departments and the Carlson School (University of Minnesota). He also held visiting appointment at Instituto de Empresa (Spain), Pacific Management Institute (University of Hawaii), Institut Superieur de Gestion (University of Tunis), Kiel Institute of World Economics (Germany), and Chulalongkorn University (Thailand) as The Sophonpanich Research Professor in Finance and Banking.

He is the author of four books, International Corporate Finance: Value Creation with Currency Derivatives in Global Capital Markets (John Wiley & Sons, 2014), Global Derivative Debacles: From Theory to Malpractice (World Scientific, 2010) translated in French, Russian, Chinese and Korean, Management and Control of Foreign Exchange Risk (Kluwer Academic Publishers, 1996), Management of Foreign Exchange Risk: Theory and Praxis (Lexington Books, 1978) as well as more than 25 articles on International Risk Management Multinational Control Systems, Capital Markets, which have appeared in the Journal of International Business Studies, Management Science, Journal of Risk and Insurance, Journal of Operations Research Society,

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Columbia Journal of World Business, Journal of Applied Corporate Finance, Insurance Mathematics and Economics, etc. He served as an advisor and consultant to the Foreign Exchange Rate Forecasting Service of Wharton Econometrics, Forecasting Associates and as a member of Water Technologies Inc.’s board of directors. He is currently serving as a senior advisor to the Bharti Institute of Public Policy (Indian School of Business) and is a member of the Institute’s advisory board.

A recipient of five teaching awards at The Wharton and Carlson Schools, Jacque also recently won the James L. Paddock award for teaching excellence at The Fletcher School and the Europe-wide HEC-CEMS award in 2008. He is a consultant to a number of firms and the IFC (World Bank) in the area of banking, corporate finance and risk management and has taught in many Management Development Programs, including Manufacturers Hanover Trust, Merck, Sharp & Dohme, Philadelphia National Bank, General Motors, Bunge and Born (Brazil), Rhone-Poulenc (France), Siam Commercial Bank (Thailand), Daewoo (South Korea), General Electric, Dupont de Nemours, Norwest Bank, Bangkok Bank (Thailand), INSEAD, Pechiney and Petrobras (Brazil).

Laurent Jacque is a graduate of HEC (Paris) and received his MA, MBA and PhD from the Wharton School (University of Pennsylvania).

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CONTENTS

Preface

Acknowledgements

About the Author

List of Figures

List of Tables

List of Boxes

Chapter 1: Derivatives and the Wealth of Nations

What are Derivatives?

A Brief History of Derivatives

Derivatives and the Wealth of Nations

Organization of the Book

Bibliography

PART I: FORWARDS

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Chapter 2: Showa Shell Sekiyu K.K.

“Shell-Shocked By Shell Games”: The Showa Shell Debacle

Hedging Currency Risk at Oil Companies

The Mechanics of Hedging Dollar Exchange Rate Risk and Oil Price Risk

Was Showa Shell Hedging or Speculating?

Concealing Currency Losses

The Story Unfolds

Forecasting Exchange Rates: Treacherous at Best

The Moral of the Story

Chapter 3: Citibank’s Forex Losses

Currency Trading in the Tranquil Days of Bretton Woods

Gambling on Currencies with Forward Contracts

How Do Banks Keep a Lid on Their Foreign Exchange Trading Operations?

Speculating from a Commercial Bank’s Trading Desk: When Citibank is Not Quite a Hedge Fund à La Georges Soros

Hasty and Costly Conclusion

The Moral of the Story

Chapter 4: Bank Negara Malaysia

What is Central Banking All About?

Bank Negara as a Macro-Hedge Fund

How Did Bank Negara Speculate?

PART II: FUTURES

Chapter 5: Amaranth Advisors LLC

The Rise and Fall of Amaranth Advisors LLC

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Genesis of Natural Gas Derivatives

A Primer on Speculating in Natural Gas Derivatives

The Alchemy of Speculation Through Natural Gas Futures

The Story Unfolds: Amaranth Speculative Assault on Nymex

Risk Management at Amaranth

The Moral of the Story

Postscript

Chapter 6: Metallgesellschaft

The Metallgesellschaft Debacle

The “Long and Short” of Hedging in the Oil Market

Numerical Illustration of “Ebbs & Flows” Under a “Stack & Roll” Hedge

The “Message is in the Entrails”: Empirics of the Oil Market (1983–2002)

If Only MGRM had been Allowed to Roll the Dice

When a Hedge is a Gamble: Was MGRM Hedging or Speculating?

MGRM as a Market Maker

The Moral of the Story

Bibliography

Chapter 7: Sumitomo

Was Sumitomo Manipulating Copper Prices?

Alarm Bells

Debacle

Postscript

PART III: OPTIONS

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Chapter 8: Allied Lyons

A New Mission for Allied Lyons Treasury Department

A Primer on Currency Options: Was Allied Lyons Hedging or Speculating?

Selling Volatility: Allied-Lyons “Deadly Game”

Alarm Bells are Ignored as the Story Unfolds

The Moral of the Story

Appendix: Pricing Currency Options

Chapter 9: Allied Irish Banks

Rusnak and Currency Trading at Allfirst

Gambling on Currencies with Forward Contracts

Arbitraging the Forward and Option Market: The International Put-Call Parity Theorem

The Art of Concealment

When Alarm Bells are Ignored

The Moral of the Story

Epilogue

Bibliography

Chapter 10: Barings

The Rise and Fall of the House of Barings

Rogue Trader

Arbitrage

From Harmless Arbitrage to Lethal Speculation

A Primer on How to Speculate with Options

Financing Margin Calls by Selling Volatility

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Warning Bells

The Art of Concealment

The Moral of the Story: Leeson’s Seven Lessons

Epilogue

Bibliography

Chapter 11: Société Générale

The Making of a Rogue Trader

From Arbitrage to Directional Trades

Hasty Conclusion

When Alarm Bells are Ignored

The Art of Concealment

The Moral of the Story

Postscript

Bibliography

PART IV: SWAPS

Chapter 12: Procter & Gamble

How to Reduce Financing Costs with Levered Interest Rate Swaps

Embedded Options and Hidden Risks

Landmark Lawsuit

The Moral of the Story

Bibliography

Chapter 13: Gibson Greeting Cards

Chapter 14: Orange County

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Municipal Finance in Orange County

A Primer on Fixed Income Securities

Anatomy of Orange County Asset Portfolio

OCIP as a Hedge Fund

Double Jeopardy: How Orange County Collapsed

Was Filing for Bankruptcy Warranted?

The Moral of the Story

Epilogue

Bibliography

Chapter 15: Long-Term Capital Management

What are Hedge Funds?

The Rise of Long-Term Capital Management

The Alchemy of Finance

Relative Value or Convergence Trades

The Central Bank of Volatility

Straying Away from the Master Plan

The Fall of LTCM

The Rescue of LTCM

The Moral of the Story

Epilogue

Bibliography

Chapter 16: AIG

Securitization and Credit Default Swaps

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What are Credit Default Swaps (CDSs)?

A Stealth Hedge Fund at AIG

The Moral of the Story

Postscript

Chapter 17: JP Morgan Chase London Whale

The JP Morgan Chase Fortress

A Primer on Credit Default Swaps and Their Extended Family

The London Whale: The Story Unfolds

Hedge Funds Harpoon the London Whale

A Stealth Hedge Fund?

The Art of Concealment

The Moral of the Story

Postscript

Chapter 18: From Theory to Malpractice: Lessons Learned

Some First Principles

Policy Recommendations for Non-Financial Firms

Policy Recommendations for Financial Institutions

Policy Recommendations for Investors

Policy Recommendations for Regulators

Index

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LIST OF FIGURES

Chapter 1 Figure 1 Percent change in yen/USD exchange rate

Chapter 2 Figure 1 Monthly spot oil prices (1989–1993) Figure 2 Yen price of the dollar (1989–1994) Figure 3 Showa Shell’s economic exposure Figure 4 Forward rates as unbiased predictors of future spot exchange rates.

Monthly Data 30 day Forward vs. Spot Yen per Dollar

Chapter 3 Figure 1 $/£ exchange rate fluctuations (1964–1965) Figure 2 $/£ exchange rate vs. US and UK interest rates (1964–1965)

Chapter 5 Figure 1 Excessive Speculation in the Natural Gas Market Figure 2 Back-testing calendar spread speculation Figure 3 Natural gas futures prices Figure 4 U.S. natural gas, monthly production Figure 5 Natural gas in storage

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Figure 6 Amaranth’s outstanding futures positions Figure 7 Amaranth’s gas contracts for November Figure 8 Amaranth’s open interest in natural gas contracts Figure 9 January/November futures price spreads 2002–2006 Figure 10 Amaranth’s outstanding futures positions

Chapter 6 Figure 1 Unhedged “short” oil positions years 1–10 Figure 2 Hedged oil positions years 1–10 Figure 3 Stack of futures in year 0 to hedge short position years 1–10 Figure 4 Stack and roll Figure 5 (A) Example of a market in backwardation

(B) Example of a market in contango Figure 6 (A) Average monthly crude oil backwardation

(B) Average monthly heating oil backwardation (C) Average monthly gasoline backwardation

Figure 7 Cash flows from hedged oil deliveries Figure 8 Cash flows from “Stacking and Rolling” futures hedge

Chapter 8 Figure 1 Buying and writing put options Figure 2 Hedging with put options Figure 3 Buying and writing call options Figure 4 Writing a covered call option Figure 5 Value of a sterling call option prior of maturity Figure 6 Daily exchange rates (in US $/£) Figure 7 Daily volatility for US $/£ Figure 8 Writing a straddle Figure 9 Writing a strangle

Chapter 9 Figure 1 Payoff from speculating through a forward contract

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Figure 2 Yen/dollar exchange rate 1996–2001 Figure 3 (A) Creating a synthetic forward contact

(B) Arbitrage profit (C) International put-call parity

Figure 4 Yen call option + yen forward = yen put

Chapter 10 Figure 1 Profit loss profile of going long on Nikkei 225 index futures Figure 2 Cumulative losses on Nikkei 225 futures Figure 3 Cumulative losses on Japanese government bond futures Figure 4 Payoff of put option on Nikkei 225 index futures Figure 5 Payoff of call option on Nikkei 225 index futures Figure 6 Value of a call option premium Figure 7 Payoff from writing a straddle Figure 8 Payoff from writing a strangle Figure 9 Combining a straddle and a long position Figure 10 Leeson’s cumulative losses due to selling/writing options

Chapter 11 Figure 1 Buying a covered call option = buying a naked put Figure 2 Date of Kerviel’s manager departure (23/01/07) Figure 3 Kerviel’s “actual” trading Figure 4 Estimated amount of fictitious gains/losses created by Kerviel Figure 5 Total cumulated cash paid by SoGen to FIMAT

Chapter 12 Figure 1 The Proctor & Gamble — Bankers Trust interest rate swap Figure 2 Writing put options on US treasuries

Chapter 14 Figure 1 Path of interest rates Figure 2 Distribution of possible gains and losses on OCIP

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Chapter 15 Figure 1 LTCM’s performance Figure 2 Payoff from writing a straddle Figure 3 Payoff from writing a strangle

Chapter 16 Figure 1 Building Blocks of securitization

Chapter 17 Figure 1 Credit Default Swaps (CDSs) Figure 2 Credit spreads Figure 3 Value-at-Risk for the Chief Investment Office (CIO Global 10Q

V@R) Figure 4 Grout Spreadsheet showing variance between reported losses and

fair market losses

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LIST OF TABLES

Chapter 1 Table 1 Contents of the Book

Chapter 3 Table 1 Matrix of currency positions by maturity

Chapter 6 Table 1 Cash flow gain/loss from hedging through “stacking and rolling” oil

futures Table 2 Oil price decline overshoots backwardation discount Table 3 Oil price decline undershoots contango premium

Chapter 10 Table 1 Funding provided to Leeson’s BFS Table 2 Fact versus fantasy: Profitablity of Leeson’s trading activities Table 3 Fantasy versus fact: Leeson’s positions at end of February 1995

Chapter 12 Table 1 Simulations on the Procter & Gamble’s leveraged swap Table 2 Multiple scenario analysis

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Chapter 13 Table 1 LIBOR

Chapter 14 Table 1 OCIP assets portfolio Table 2 Balance sheet of Orange County Investment Pool

Chapter 15 Table 1 LTCM partners Table 2 LTCM losses according to the nature of its trades

Chapter 17 Table 1 SCP portfolio performance under bullish and bearish scenarios Table 2 Compensation of SCP key employees in millions of dollars

Chapter 18 Table 1 Vulnerability to derivative debacles for non-financial firms Table 2 Vulnerability to derivative malpractice for financial institutions

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LIST OF BOXES

Chapter 2 Box A The Oil Market Box B What Are Forward Contracts? Box C How to Hedge a $300 Million Monthly Oil Bill? Box D Valuing Forward Exchange Rates and the Interest Rate Parity

Theory

Chapter 3 Box A The Bretton Woods System of Fixed Exchange Rates Box B What Are Forward Contracts? Box C Valuing Forward Exchange Rates and the Interest Rate Parity

Theory

Chapter 4 Box A Central Banks’ Intervention in Currency Markets Box B The European Monetary System (EMS) and the European Exchange

Rate Mechanism (ERM)

Chapter 5 Box A What are Hedge Funds?

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Box B The US Natural Gas Industry Box C Gas Futures Box D Options on Gas Futures Box E What are Weather Derivatives? Box F What is Open Interest? Box G Value-at-Risk (V@R)

Chapter 6 Box A The Oil Market Box B What are Forward Contracts? Box C Oil Futures Box D What is Different Between Forward and Futures Contracts Box E Optimal Hedge Ratio

Chapter 7 Box A The London Metal Exchange (LME) Box B Silver Price Manipulations and the Demise of the Hunt Brothers

Chapter 8 Box A Currency Option Contracts Box B Valuation of Currency Options Box C Volatility and the Value of Options

Chapter 9 Box A Proprietary Trading Box B What Are Forward Contracts? Box C What Are Currency Options Box D Basel II and Capital Charges for Proprietary Trading

Chapter 10 Box A Front and Back Offices Box B What is a Nikkei 225 Index Futures?

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Box C Interest Rates, Bond Prices and Japanese Government Bond Futures Box D Valuation of Stock Index Futures Options Box E Volatility and the Value of Options

Chapter 11 Box A Front, Middle, and Back Offices Box B Turbo Warrant Box C What is a Stock Index Futures? Box D What is a Short Sale?

Chapter 12 Box A What are Interest Rate Swaps? Box B Bond Valuation Box C Put Options on Interest Rates Box D Interest Rate Swap on Deutsche Mark (DM)

Chapter 14 Box A Bond Valuation Box B What Are Hedge Funds? Box C Repurchase Agreements (Repos) and Reverse Repurchase

Agreements Box D Leverage as a Double-Edged Sword Box E Collateral Call Box F Value-at-Risk (V@R)

Chapter 15 Box A Hedge Funds’ Unorthodox Investment Strategies Box B Interest Rates and Bond Prices Box C What is a Short Sale? Box D What are Interest Rate Swaps? Box E The Extended Family of “Converging Spreads” Box F Volatility and the Value of Options

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Chapter 16 Box A What is Securitization? Box B How Do Credit Default Swaps Differ from Bond Insurance?

Chapter 17 Box A Capital Adequacy Ratios (CARs) Box B CDS Spreads and Bond Yields Box C Trading Credit Default Swaps Box D Risk-weighted Assets (RWAs) Box E Value-at-Risk (V@R) Box F What are hedge funds?

Chapter 18 Box A Operational Risk Box B The Volcker Rule

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1 DERIVATIVES AND THE WEALTH OF

NATIONS

Derivatives are financial weapons of mass destruction. Warren Buffet

At a time when the world economy is engulfed into the mother of all financial crises, it is indeed tempting and opportune to find derivatives guilty as charged for creating financial chaos. This book is not an indictment of financial derivatives to be feared as “financial weapons of mass destruction” nor is it a call for multilateral disarmament or signing a nonproliferation treaty! Derivatives may be feared but they cannot be avoided nor ignored (abstinence is not an option) as they permeate many of the key goods and services which are at the core of modern life: for example, the price of energy is largely influenced by oil and natural gas derivatives and the cost of securitized consumer finance (variable rate home mortgages and automobile loans) embodies interest rate derivatives and credit default swaps.

Instead this book recounts the financial debacles which — triggered by the misuse of derivatives — devastated both financial and nonfinancial firms. By presenting a factual analysis of how the malpractice of derivatives played havoc with derivative end-user and dealer institutions, a case is made for vigilance not

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only to market and counterparty risk, but also operational risk in their use for risk management and proprietary trading. Clear and recurring lessons across the different stories should be of immediate interest to financial managers, bankers, traders, auditors, and regulators who are directly or indirectly exposed to financial derivatives. The second purpose of this book is more modest: by telling real-life “horror” stories it purports to debunk the mystifying pseudocomplexity of derivatives and to take the uninitiated reader on a “grand tour” of financial engineering and derivatives. Indeed the reader is introduced step by step to real-life companies and the vicissitudes that they experienced in misusing the arcane derivatives.

WHAT ARE DERIVATIVES?

Derivatives are financial contracts, whose value is “derived” from the future price of an underlying asset such as currencies, commodities, interest rates, and stock price indices. Even though each chapter will introduce one specific derivative in much detail, it is helpful at this early stage to provide definitions for the four major families of derivatives, whose architecture is identical across different classes of underlying assets:

Forwards are legally-binding contracts calling for the future delivery of an asset in an amount, at a price and at a date agreed upon today. For example, a 90-day forward purchase of 25 million pound sterling (£) at the forward rate of $1.47 = £1 signed on April 13, 2015 happens in two steps: today, April 13, 2015 a contract is signed spelling out the nature of the transaction (forward purchase of the pound sterling), the amount (£25 million), the price ($1.47), the time of delivery (90 days hence or July 17, 2015) but nothing happens physically beyond the exchange of legal promises. Ninety days later, the contract is executed by delivering £25 × 1.47 = $36.75 million and taking delivery of £25 million. The contract is carried out at the forward rate regardless of the spot price (that is the price prevailing on delivery day) of the pound sterling. Forwards are tailor-made contracts also known as over- the-counter and — as such — expose the signatories to counterparty risk — that is the risk that the other party may default on its delivery obligations. Forwards are available on commodities such as copper or oil and other assets. Forwards will be the “financial weapon of mass destruction” in the

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first three chapters involving respectively a major Japanese oil company Showa Shell, Citibank, and Bank Negara — the Central Bank of Malaysia. Futures are close cousins of forward contracts with some material differences. Futures are standardized contracts, whose amount and delivery date are set by an organized exchange: for example, sterling futures can only be delivered in March, June, September, and December (third Wednesday of calendar month) and are available in multiples of £62,500). The lack of flexibility in designing a tailor-made contract (as in the case of forwards) is compensated by the liquidity of the contract, which can be closed at any time before expiry. Because futures are entered with well-capitalized exchanges such as the Chicago Board of Trade or the New York Mercantile Exchange, there is no counterparty risk to be concerned with as the exchange will require any contract holder to post a margin — a form of collateral — which ensures that the contract holder is able to fulfill the terms of the contract at all times regardless of the spot price. Futures will be the “financial weapon of mass destruction” in Chapters 5, 6, and 7 featuring respectively the hedge fund Amaranth Advisors LLC, the German metal- processing and engineering firm Metallgesellschaft and the Japanese trading company Sumitomo. Options are securities which give you the right to buy (call option) or sell (put option) an asset (currency, commodity, stocks, bonds) for an extended period (American option) or at a particular future point in time (European option) at an agreed price today (strike price) for an upfront cash-flow cost (premium). In one of the largest options ever contracted, U.K. company Enterprise Oil Ltd. paid more than $26 million for a 90-day currency option to protect against exchange rate fluctuations on $1.03 billion of the $1.45 billion that it had agreed to pay for the oil exploration and production assets of U.S.-based transportation company Texas Eastern Inc. The option — a dollar call option — gave Enterprise the right to buy dollars at a dollar/sterling rate of $1.70. The dollar/sterling exchange rate was $1.73 when Enterprise Oil bought the option on March 1: “We are bearish on sterling,” says group treasurer Justin Welby. “And we did a very careful calculation between the price of the option premium (which is cheaper the further out-of-the-money) and how much we could afford the dollar to strengthen. We decided that this was the best mix between the amount of protection we could forgo and the amount of upfront cash we were prepared to pay out for the option.1” Ninety days later, the pound stood at $1.7505, which made the call option just about redundant at the modest cost of $26

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million for Enterprise Oil Ltd. Options are available not only on currencies, but also on stock price indices, interest rates, and commodities. They are the “financial weapon of mass destruction” in Chapters 8, 9, 10, and 11 featuring respectively Allied Lyons, Barings Bank, Allied Irish Banks, and Société Générale. Swaps are contracts between two parties agreeing to exchange (swap) cash- flows over a determined period. The most common swaps are interest rate swaps — where one party pays a fixed interest rate based on a notional amount and the counter-party pays a floating rate keyed to the same notional amount. Cross-currency and commodity swaps are also common. Mexicana de Cobre — a Mexican copper-mining company — decided to hedge against volatile copper prices on the London Metal Exchange2 to secure medium- term financing at significantly more favorable terms than it was currently paying. It entered into a copper price swap with Metallgesellschaft (one of the leading metal-processing firms) whereby for a period of 3 years it committed to deliver monthly 4,000 metric tons of copper at a guaranteed price of $2,000 per metric ton regardless of the spot price on the world market. In effect the swap was tantamount to a portfolio of 36 forward contracts with maturities ranging from 1 to 36 months at a forward rate of $2,000 per metric ton. Most swaps are over-the-counter rather than exchange-traded. They are the “financial weapons of mass destruction” in Chapters 12, 13, 14, 15, 16 and 17 featuring respectively Procter & Gamble, Gibson Greeting Cards, Orange County, Long-Term Capital Management and last but not least AIG and JP Morgan Chase.

A BRIEF HISTORY OF DERIVATIVES

From immemorial times, traders have been faced with three problems: how to finance the physical transportation of merchandise from point A to point B — perhaps several hundreds or thousands of miles apart and weeks or months away — how to insure the cargo (risk of being lost at sea or to pirates) and last, how to protect against price fluctuations in the value of the cargo across space (from point A to point B) and over time (between shipping and delivery time). In many ways, the history of derivatives contracts parallels the increasingly innovative remedies that traders devised in coping with their predicament.

Ancient Times. Trade carried over great distance is probably as old as

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mankind and has long been a source of economic power for the nations which embraced it. Indeed international trade seems to have been at the vanguard of human progress and civilization: Phoenicians, Greeks, and Romans were all great traders, whose activities were facilitated by marketplaces and money changers which set fixed places and fixed times for exchanging goods. Some historians even claim that some form of contracting with future delivery appeared as early as several centuries BC. At about the same time in Babylonia — the cradle of civilization — commerce was primarily effected by means of caravans. Traders bought goods to be delivered in some distant location and sought financing. A risk-sharing agreement was designed whereby merchants- financiers provided a loan to traders, whose repayment was contingent upon safe delivery of the goods. The trader borrowed at a higher cost than ordinary loans would cost to account for the purchase of an “option to default” on the loan contingent upon loss of cargo. As lenders were offering similar options to many traders and thereby pooling their risks they were able to keep its cost affordable.3

Middle Ages. Other forms of early derivatives contracts can be traced to medieval European commerce. After the long decline in commerce following the demise of the Roman Empire, Medieval Europe experienced an economic revival in the twelfth century around two major trading hubs: in Northern Italy, the city-states of Venice and Genoa controlled the trade of silk, spices, and rare metals with the Orient; in Northern Europe, the Flanders (Holland and Belgium) had long been known for their fine cloth, lumber, salt fish, and metalware. It was only natural that trade would flourish between these two complementary economic regions and somehow, as early as the 1100s, Reims and Troyes in Champagne (Eastern France) held trade fairs, which facilitated their mercantile activity: there, traders would find money changers, storage facilities, and most importantly protection provided by the Counts of Champagne. Soon rules of commercial engagement started to emerge as disputes between traders hailing from as far-away as Scandinavia or Russia had to be settled: a code of commercial law — known as “law merchant” — enforceable by the “courts of the fair” was progressively developed. Although most transactions were completed on a spot basis “an innovation of the medieval fairs was the use of a document called the “lettre de faire” as a forward contract which specified the delivery of goods at a later date.”4

In 1298, a Genoese merchant by the name of Benedetto Zaccharia was selling 30 tons of alum5 for delivery from Aigues Mortes (Provence) to Bruges

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(Flanders).6 Maritime voyage around Spain and the Atlantic coast of France was then hazardous and fraught with dangers: the cargo could be lost at sea or to pirates. Zaccharia found two compatriot financiers Enrico Zuppa and Baliano Grilli, who would assume the risk. Here is how it worked: Zaccharia sold “spot”7 the alum to Zuppa and Grilli and entered into a forward repurchase contract contingent upon physical delivery. The repurchase price was significantly higher than the spot price in Aigues Mortes. It reflected the cost of physical carry from Aigues Mortes to Bruges (several months at sea), insurance against loss of cargo and the option to default granted to Zaccharia in the case of nondelivery. The merchant Zaccharia had secured financing and insurance in the form of a forward contingent contract.

Renaissance. If medieval fairs had gone a long way in establishing the standards for specifying the grading and inspection process of commodities being traded as well as date and location for delivery of goods, it fell short of the modern concept of futures traded on centralized exchanges. The first organized futures exchange was the Dojima rice market in Osaka (Japan), which flourished from the early 1700s to World War II. It grew out of the need of feudal landlords whose income was primarily based on unsteady rice crops to cope with a growing money economy. By shipping surplus rice to Osaka and Edo, landlords were able to raise cash by selling warehouse receipts of their rice inventory in exchange for other goods on sale in other cities. Merchants who purchased these warehouse receipts soon found themselves lending to cash- short landlords against future rice crops. In 1730, an edict by Yoshimune — also known as the “rice Shogun” — established futures trading in rice at the Dojima market apparently in an effort to stem the secular decline in rice prices. It certainly allowed rice farmers to hedge against price fluctuations between harvests. Interestingly, all the hallmarks of modern standardized futures contract were found in the Dojima rice futures market8: each contract was set at 100 koku9 and contract durations were set according to trimester trading calendars consisting of a spring semester (January 8–April 28), summer term (May 7– October 9), and a winter term (October 17–December 24). All trades were entered in the “book” transaction system, where the names of the contracting parties, amount of rice exchanged, futures price, and terms of delivery were recorded. Transactions were cash-settled (delivery of physical rice was not necessary) at the close of the trading term. Money changers soon functioned as clearinghouses de facto eliminating the counterparty risk by forcing margin requirements on individual rice traders, which were marked-to-market every 10

 
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