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Forward rate agreement

 
Investment Dictionary: Forward Rate Agreement - FRA

An over-the-counter contract between parties that determines the rate of interest, or the currency exchange rate, to be paid or received on an obligation beginning at a future start date. The contract will determine the rates to be used along with the termination date and notional value. On this type of agreement, it is only the differential that is paid on the notional amount of the contract.

Also known as a "future rate agreement".

Investopedia Says:
Typically, for agreements dealing with interest rates, the parties to the contract will exchange a fixed rate for a variable one. The party paying the fixed rate is usually referred to as the borrower, while the party receiving the fixed rate is referred to as the lender.

For a basic example, assume Company A enters into an FRA with Company B in which Company A will receive a fixed rate of 5% for one year on a principal of $1 million in three years. In return, Company B will receive the one-year LIBOR rate, determined in three years' time, on the principal amount. The agreement will be settled in cash in three years.

If, after three years time, the LIBOR is at 5.5%, the settlement to the agreement will require that Company A pay Company B. This is because the LIBOR is higher than the fixed rate. Mathematically, $1 million at 5% generates $50,000 of interest for Company A while $1 million at 5.5% generates $55,000 in interest for Company B. Ignoring present values, the net difference between the two amounts is $5,000, which is paid to Company B.

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Banking Dictionary: Forward Rate Agreement (FRA)
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Contract by which two parties agree on the interest rate to be paid at a future settlement date. The contract period is quoted as, for example, six against nine months, the interest rate for a three-month period commencing in six-months time. The principal amounts are agreed, but never exchanged, and the contracts are settled in cash; exposure is limited to the difference in interest rates between the agreed and actual rates at settlement.

Wikipedia: Forward rate agreement
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In finance, a forward rate agreement (FRA) is a forward contract in which one party pays a fixed interest rate, and receives a floating interest rate equal to a reference rate (the underlying rate). The payments are calculated over a notional amount over a certain period, and netted, i.e. only the differential is paid. It is paid on the effective date. The reference rate is fixed one or two days before the effective date, dependent on the market convention for the particular currency. FRAs are over-the counter derivatives. A swap is a combination of FRAs.

Many banks and large corporations will use FRAs to hedge future interest rate exposure. The buyer hedges against the risk of rising interest rates, while the seller hedges against the risk of falling interest rates. Other parties that use Forward Rate Agreements are speculators purely looking to make bets on future directional changes in interest rates.[citation needed]

The payer of the fixed interest rate is also known as the borrower or the buyer, whilst the receiver of the fixed interest rate is the lender or the seller.

Payoff formula

The netted payment made at the effective date is:


\mbox{Payment} = \mbox{Notional Amount} * \left( \frac{(\mbox{Reference Rate}-\mbox{Fixed Rate}) * \alpha }{ 1 + \mbox{Reference Rate} * \alpha } \right)

  • The Fixed Rate is the rate at which the contract is agreed.
  • The Reference Rate is typically Euribor or LIBOR.
  • α is the day count fraction, i.e. the portion of a year over which the rates are calculated, using the day count convention used in the money markets in the underlying currency. For EUR and USD this is generally the number of days divided by 360, for GBP it is the number of days divided by 365 days.
  • The Fixed Rate and Reference Rate are rates that should accrue over a period starting on the effective date, and then paid at the end of the period (termination date). However, as the payment is already known at the beginning of the period, it is also paid at the beginning. This is why the discount factor is used in the denominator.

FRAs Notation

FRA Descriptive Notation and Interpretation

Notation Effective Date from now Termination Date from now Underlying Rate
1 x 3 1 month 3 months 3-1 = 2 months LIBOR
1 x 7 1 month 7 months 7-1 = 6 months LIBOR
3 x 6 3 months 6 months 6-3 = 3 months LIBOR
3 x 9 3 months 9 months 9-3 = 6 months LIBOR
6 x 12 6 months 12 months 12-6 = 6 months LIBOR
12 x 18 12 months 18 months 18-12 = 6 months LIBOR

See also


 
 

 

Copyrights:

Investment Dictionary. Copyright ©2000, Investopedia.com - Owned and Operated by Investopedia Inc. All rights reserved.  Read more
Banking Dictionary. Dictionary of Banking Terms. Copyright © 2006 by Barron's Educational Series, Inc. All rights reserved.  Read more
Wikipedia. This article is licensed under the Creative Commons Attribution/Share-Alike License. It uses material from the Wikipedia article "Forward rate agreement" Read more