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Friday 31 January 2014

Understanding Rollover and Interest Rates

One market convention unique to currencies is rollovers. A rollover is a transaction where an open position from one value date (settlement date) is rolled over into the next value date. Rollovers represent the intersection of interest rate markets and forex markets.

Currency Is money, after all


Rollover rates are based on the difference in interest rates of the two currencies in the pair you’re trading. That’s because what you‘re actually trading is good old-fashioned cash. That’s right: Currency is cold, hard cash with a fancy name. When you’re long a currency (cash), it’s like having a deposit in the bank. If you’re short a currency (cash), it’s like having borrowed a loan. Just as you would expect to earn interest on a bank deposit or pay interest on a loan, you should expect an interest gain/expense for holding a currency position over the change in value.

The catch in currency trading is that if you carry over an open position from one value date to the next, you have two bank accounts involved. Think of it as one account with a positive balance (the currency you’re long) and one with a negative balance (the currency you’re short). But because your accounts are in two different currencies, the two interest rates of the different countries will apply.

The difference between the interest rates in the two countries is called the interest-rate differential. The larger the interest-rate differential, the larger the impact from rollovers. The narrower the interest-rate differential, the smaller the effect from rollovers. You can find relevant interest-rate levels of the major currencies from any number of financial-market Web sites, but marketwatch.com  and fxstreet.com  have especially-good resources. Look for the base or benchmark lending rates in each country.

So how do interest rates get turned into currency rates? After all, interest in rates are in percent and currency rates are, well, not in percent. The answer  is that deposit rates yield actual cash returns, which are netted, producing a net cash return. That net cash return is then divided by the position size, which gives you the currency pips; which is rollover rate.

The following calculation illustrates how this works. I’ve simplified matters by using just one interest rate for each currency. In the real world, each currency would have a slightly different interest rate depending on whether you‘re borrowing or lending (depositing).

Position: Long EUR/USD 100,000 at 1.3000 (long EUR/ short USD 130,000)

EUR interest rate: 3.50 percent per annum → 1 day = 0.035 x (1 ÷ 365) =
0.009589 percent

Euro deposit earns: 100.000 x 0.00009589 = EUR +9.59

USD interest rate: 5.25 percent per annum →1 day = 0.0525 x (1 ÷ 365) =
0.01438 percent

USD loan costs: 130,000 x 0.0001438 = USD -18.70

Because EUR/USD pips are denominated in USD, convert the EUR to USD: EUR 9.59 x 1.3000 = USD 12.47

Net the USD amounts 12.47-18.70 = USD -6.23 ÷ 100,000 = 0.0000623 

On a long EUR 100,000 position, the rollover costs 0.0000623 or -0.623 pips. 
 

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