Forward Rate Agreement (FRA) Product and Valuation Alan White FinPricing

Slides:



Advertisements
Similar presentations
Financial Risk Management of Insurance Enterprises Interest Rate Caps/Floors.
Advertisements

 Derivatives are products whose values are derived from one or more, basic underlying variables.  Types of derivatives are many- 1. Forwards 2. Futures.
Chapter 10 Derivatives Introduction In this chapter on derivatives we cover: –Forward and futures contracts –Swaps –Options.
FRM Zvi Wiener Following P. Jorion, Financial Risk Manager Handbook Financial Risk Management.
2.1 Swaps Lecture Types of Rates Treasury rates LIBOR rates Euribor rates.
FRM Zvi Wiener Swaps.
© 2008 Pearson Education Canada13.1 Chapter 13 Hedging with Financial Derivatives.
Derivatives Swaps Professor André Farber Solvay Business School Université Libre de Bruxelles.
FRM Zvi Wiener Following P. Jorion, Financial Risk Manager Handbook Financial Risk Management.
Options and Speculative Markets Swaps Professor André Farber Solvay Business School Université Libre de Bruxelles.
Using Options and Swaps to Hedge Risk
© 2008 Pearson Education Canada13.1 Chapter 13 Hedging with Financial Derivatives.
Introduction to swaps Steven C. Mann M.J. Neeley School of Business Texas Christian University incorporating ideas from “Teaching interest rate and currency.
1 Derivatives & Risk Management Lecture 4: a) Swaps b) Options: properties and non- parametric bounds.
Lecture Presentation Software to accompany Investment Analysis and Portfolio Management Eighth Edition by Frank K. Reilly & Keith C. Brown Chapter 23.
Forward rate agreements (FRAs). Forward rate agreement is a forward contract on interest rates between two parties, typically a bank on one hand and a.
Paola Lucantoni Financial Market Law and Regulation.
Introduction to Derivatives
Chapter 10 Swaps FIXED-INCOME SECURITIES. Outline Terminology Convention Quotation Uses of Swaps Pricing of Swaps Non Plain Vanilla Swaps.
CMA Part 2 Financial Decision Making Study Unit 5 - Financial Instruments and Cost of Capital Ronald Schmidt, CMA, CFM.
1 MGT 821/ECON 873 Financial Derivatives Lecture 1 Introduction.
MUNICIPAL INTEREST RATE SWAPS Strategies to Balance Assets and Liabilities and Reduce Interest Expense Strategies to Balance Assets and Liabilities and.
 Derivatives are financial instruments whose value is derived from the value of something else.  The main types of derivatives are: futures forwards.
Clarifications An uninformed investor is one who has no superior information –Uninformed is not the same as uneducated or ignorant. An informed investor.
Andrew Baum and David Hartzell, Global Property Investment, 2011 Property derivatives – an introduction.
Swap Contracts. Swaps Swap: An agreement between two parties (“counterparties) to exchange a series of cash flows in the future –Essentially a series.
Financial Risk Management of Insurance Enterprises Forward Contracts.
11.1 Options and Swaps LECTURE Aims and Learning Objectives By the end of this session students should be able to: Understand how the market.
SWAPS: Total Return Swap, Asset Swap and Swaption
SWAPS Mario Cerrato. Interest Rate Swaps (Hull 2008 is a good reference for this topic). Definition: an interest rate swap is an agreement between two.
Copyright © 2009 Pearson Prentice Hall. All rights reserved. Chapter 10 Derivatives: Risk Management with Speculation, Hedging, and Risk Transfer.
Foreign Exchange Derivative Market  Foreign exchange derivative market is that market where such kind of financial instruments are traded which are used.
P4 Advanced Investment Appraisal. 2 Section F: Treasury and Advanced Risk Management Techniques F2. The use of financial derivatives to hedge against.
INCREMENTAL APPROACH FOR COMPUTING WORKING CAPITAL REQUIREMENTS The incremental approach for incorporation of working capital into DCF analysis, particularly.
Futures Markets and Risk Management
Lecture Presentation Software to accompany Investment Analysis and Portfolio Management Seventh Edition by Frank K. Reilly & Keith C. Brown Chapter.
Financialization of Energy Products
SWAPS.
Chapter 6 Interest Rate Futures (part2)
GOOD MORNING.
Swaps Chapter 6 Options, Futures, and Other Derivatives, 5th edition © 2002 by John C. Hull.
Derivative Markets and Instruments
Chapter 30 – Interest Rate Derivatives
Financial Derivatives
PBBF 303: FIN RISK MANAGEMENT AND INSURANCE LECTURE EIGHT DERIVATIVES
Forward Contract A forward contract is a customized contractual agreement where two private parties agree to trade a particular asset with each other at.
Using Derivatives to Manage Interest Rate Risk
Derivative Financial Instruments
A Pratical Guide for Pricing Equity Swap
Basis Swap Vaulation Pratical Guide Alan White FinPricing
Currency Swap or FX Swapd Difinition and Pricing Guide
Bond Future Option Valuation Guide
Chapter 20: An Introduction to Derivative Markets and Securities
Interest Rate Future Options and Valuation Dmitry Popov FinPricing
Floating Rate Notes Valuation and Risk
Equity Option Introduction and Valuation
Fixed Rate Bond Valuation and Risk
Equity Forward and Future Introduction and Valuation
Introduction to Futures & Options As Derivative Instruments
Interest Rate Caps and Floors Vaulation Alan White FinPricing
Pricing Amortizing Bond and Accreting Bond
Risk Management with Financial Derivatives
Amortizing and Accreting Floors Vaulation Alan White FinPricing
Fintech Chapter 10: Futures, Forwards and Swaps.
Derivative Financial Instruments
Professor Chris Droussiotis
Risk Management with Financial Derivatives
Forward Rate Agreements
Swaps Chapter 6 Options, Futures, and Other Derivatives, 5th edition © 2002 by John C. Hull.
Presentation transcript:

Forward Rate Agreement (FRA) Product and Valuation Alan White FinPricing

FRA Summary ◆ Forward Rate Agreement (FRA) Introduction ◆ The Use of FRA ◆ FRA Payoff ◆ Valuation ◆ Practical Guide ◆ A real world example

FRA FRA Introduction ◆ A FRA is a forward contract between two parties in which one party will pay a fixed rate while the other party will pay a reference rate for a set future period. ◆ FRAs are cash-settled OTC derivatives with the payment based on the net difference between the floating (reference) rate and the fixed rate in the contract. ◆ Similar to a swap, a FRA has two legs associating with each party: a fixed leg and a floating leg. But each leg only has one cash flow. ◆ The party paying the fixed rate is usually referred to as the buyer, while the party receiving the floating rate is referred to as the seller. ◆ FRAs are money market instruments that are liquid in all major currencies.

FRA The Use of FRA ◆ A FRA can be used to hedge future interest rate exposure. ◆ The buyer hedges against the risk of rising interest rate whereas the seller hedges against the risk of falling interest rates. ◆ In other words, the buyer locks in the interest rate to protect against the increase of interest rates while the seller protects against the possible decrease of interest rates. ◆ A speculator can also use FRAs to make bets on future directional changes in interest rates. ◆ Market participants can also take advantage of price differences between an FRA and other interest rate instruments.

FRA

Practical Guide (Cont) ◆ To use the formula, you need to compute simply compounded forward rate instead of other compounding types. ◆ The accrual period is calculated according to the start date and end date of a cash flow plus day count convention ◆ We assume that accrual periods are the same as forwarding periods and payment dates are the same as accrual end dates in the above formulas for brevity. But in fact, they are slightly different due to different market conventions.

FRA A Real World Example Leg 1 SpecificationLeg 2 Specification CurrencyUSDCurrencyUSD Day CountdcAct360Day CountdcAct360 Leg TypeFixedLeg TypeFloat Notional Notional Pay ReceivePayPay ReceiveReceive Start Date4/7/2017Start Date4/7/2017 End Date10/10/2017End Date10/10/2017 Settlement Date10/10/2017Settlement Date10/10/2017 Fixed Rate Spread Index Specification TypeLIBOR Tenor6M Day CountdcAct360

Thanks! You can find more details at