Carry Trade Calculator

Our carry trade calculator will help you calculate the profit you can earn through executing the carry trade trading strategy. This calculator computes the profit due to the differential of the lending rate and the borrowing rate, and also the spot rate differential. You can check out our profit calculator to understand more about profitability.

This article will explain what a carry trade is and how to calculate the carry trade profit. Furthermore, we will help you understand how does a carry trade work by showing you some practical examples.

Carry trade is a famous trading strategy within the foreign exchange field. This trading strategy involves borrowing the currency with a lower interest rate and investing the proceeds in a currency with a higher interest rate. The investor aims to earn a profit by exploiting the difference in interest rates.

For example, if Currency A has an interest rate of 1% and Currency B has an interest rate of 3%, the investor will borrow Currency A by paying the 1% interest rate and invest the money into Currency B to receive the 3% interest. Please check out our real interest rate calculator and interest rate calculator to understand more about this topic.

Don't worry if this still sounds confusing to you. Everything will be clear when we explain the carry trade calculation in the next section.

Now, let's look at the example below to understand how a carry trade works in practice after understanding the carry trade definition.

Assuming Company Alpha has executed the carry trade (long USD and short GBP) with the following information:

• Currency exchange: GBP / USD
• Initial exchange rate: 0.85
• Settle exchange rate: 0.83
• USD interest rate: 0.75%
• GBP interest rate: 0.5%
• Number of days until the trade is settled: 180 days
• Amount invested: $1,000

1. Determine the lending rate and borrowing rate.

   As USD has a higher interest rate, the carry trade will involve buying the USD and selling the GBP. Hence, the lending rate is the USD interest rate, and the borrowing rate is the GBP interest rate.

   Hence, the lending rate is 0.75% and the borrowing rate is 0.5%.

2. Calculate the spot rate differential.

   The spot rate differential can be calculated using the formula below:

   spot rate differential = (settle exchange rate − initial exchange rate) / initial exchange rate

   In our example, the spot rate differential is (0.83 − 0.85) / 0.85 = -2.35%.

3. Determine the number of days until the trade is settled.

   The days until trade settles is the number of days calculated from when the trade is initiated to the day when the trade is settled.

   The days until trade settles is 180 days.

4. Calculate the investment return

   The investment return can be calculated using the formula below:

   investment return = (1 + (lending rate − borrowing rate) × (1 + spot rate differential)) ^ (days / 360) − 1

   The investment return for the carry trade is (1 + (0.75% - 0.5%) × (1 + (-2.35%))) ^ (180 / 360) − 1 = 0.122%.

5. Determine the amount invested

   The amount invested is the amount of money you have invested in executing the carry trade.

   The amount invested for our example is $1,000.

6. Calculate the carry trade profit

   The last step is to calculate the carry trade profit using the formula below:

   carry trade profit = amount invested × investment return

   Thus, this example's carry trade profit is $1.22.

Although carry trade seems like an easy way to earn profits by exploiting the difference in interest rates, this trading strategy also comes with some risks. To understand more about this topic, please check out our risk calculator.

As carry trade earns profits based on interest rate differentials, it does not make sense for the investor to hedge their currency risk as this will eat away the profits brought by executing the carry trade. Without hedging, the investor is not exposed to currency risk. As explained above, the changes in exchange rates can hugely affect the profitability of the trade.

According to the uncovered interest rate parity, the high-yielding currency tends to depreciate against the low-yielding currency. Thus, it is possible that the spot rate movements can eliminate any profit gained through the difference in interest rates. This situation can worsen if other investors start to sell the spot rates, causing a currency crash risk.

A currency crash risk will not only eliminate the profit gained by executing the carry trade, but it will also incur huge losses. Hence, it is prudent to carry out intensive research before executing the carry trade.