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Currency

Carry Trade Calculator

Calculate forex carry trade profits, interest rate differentials, exchange rate movements, and net returns.

Popular Carry Trade Profiles

1-click global currency setups

Position & Leverage Setup

Set your capital deposit, leverage, and duration.

$
Quick Capital:
x
Leverage:
days
Tenure:

Interest Rates & Yield Differential

Annual interest rates of the bought vs borrowed currencies.

%
Target Rate:
%
Funding Rate:
%
Annual broker spread or rollover markup deducted from interest carry.

Exchange Rate Movement

Anticipated price change between entry and exit.

%
Price Shift:

Total Net Return

$2,400.00

Return on Equity: 24.00% (24.00% annualized)

Profitable Carry5x Leveraged ExposureNet Spread: 4.80%

Total Position Size

$50,000.00

Borrowed: $40,000.00

Net Interest Carry

$2,400.00

4.80% net spread

Exchange Rate Impact

+$0.00

+0.00% FX move

Break-Even FX Drop

-4.80%

Exit rate: 147.560

Interest Cash Flow Breakdown

Net Carry$2,400.00
  • Gross Interest Yield$2,625.0092.1%
  • Funding Borrowing Cost$125.004.4%
  • Broker Financing Fees$100.003.5%

Trade Summary & Risk Profile

MetricValue
Gross Interest Earned+$2,625.00
Funding Borrowing Cost-$125.00
Broker Financing Fees-$100.00
Net Interest Carry Cash+$2,400.00
Exchange Rate P&L+$0.00
Total Net P&L$2,400.00
Return on Equity (ROE)24.00%
Annualized ROE24.00%
Unleveraged Asset Return4.80%
Max Tolerable Currency Drop4.80%

Step-by-Step Carry Trade Math

Understand how interest differentials, leverage, and currency movements create net returns.

  1. Determine Total Position Size and Leverage

    Position Size=Equity×Leverage=$10,000×5=$50,000\text{Position Size} = \text{Equity} \times \text{Leverage} = \$10,000 \times 5 = \$50,000

    With an initial equity deposit of $10,000.00 and a leverage multiplier of 5x, your total market exposure is $50,000.00. The remaining $40,000.00 is borrowed in the funding currency.

  2. Calculate Net Interest Differential (Carry Yield)

    Δrnet=rtargetrfundingffee=5.25%0.25%0.2%=4.80%\Delta r_{\text{net}} = r_{\text{target}} - r_{\text{funding}} - f_{\text{fee}} = 5.25\% - 0.25\% - 0.2\% = 4.80\%

    You earn 5.25% annually on the target currency while paying 0.25% on borrowed funding currency, minus 0.20% broker financing markup. This yields an annual net carry spread of 4.80%.

  3. Compute Net Carry Income Over Holding Period

    Net Carry=Position×Δrnet×Days365=$50,000×4.80%×365365=$2400.00\text{Net Carry} = \text{Position} \times \Delta r_{\text{net}} \times \frac{\text{Days}}{365} = \$50,000 \times 4.80\% \times \frac{365}{365} = \$2400.00

    Over 365 days (1.00 years), the position generates $2,625.00 in gross interest and incurs $125.00 in funding interest plus $100.00 in broker fees, producing a net carry cash gain of $2,400.00.

  4. Calculate Currency Price Movement (Exchange Rate P&L)

    FX Gain/Loss=Position×ΔE%=$50,000×+0.00%=$0.00\text{FX Gain/Loss} = \text{Position} \times \Delta E\% = \$50,000 \times +0.00\% = \$0.00

    The target currency experienced a +0.00% price change relative to the funding currency, resulting in an exchange rate capital gain of $0.00.

  5. Calculate Total Net Profit, ROE, and Break-Even Threshold

    Total Profit=Net Carry+FX P&L=$2400.00+($0.00)=$2400.00\text{Total Profit} = \text{Net Carry} + \text{FX P\&L} = \$2400.00 + (\$0.00) = \$2400.00

    Combining net carry yield and currency price movement produces a total net profit of $2,400.00. This represents a 24.00% Return on Equity (24.00% annualized). The maximum tolerable target currency depreciation before loss occurs is 4.80%.

Report tool

Understanding the currency carry trade strategy

A currency carry trade is one of the most widely utilized quantitative strategies in foreign exchange markets. It involves borrowing capital in a low-interest-rate currency (known as the funding currency) and deploying those funds into assets denominated in a high-interest-rate currency (the target currency). As long as exchange rates remain stable or move in favor of the high-yielding currency, the trader pockets the difference in interest rates as recurring income.

In spot foreign exchange trading, this interest differential is credited or debited daily as rollover swap points. By holding a long position in a currency with a higher central bank policy rate than the borrowed currency, the position generates positive cash carry. If you are constructing non-dollar currency crosses or verifying synthetic pricing bridges, use our cross exchange rate calculator, compare results with our basis point calculator, evaluate execution trading costs with the bid-ask spread calculator, or project multi-year portfolio compounding with our CAGR calculator.

Core mathematical formulas

The total financial performance of a forex carry trade comprises two distinct components: the net interest rate carry and the capital gain or loss from exchange rate fluctuations.

1. Total Position Exposure and Borrowed Capital

The overall market exposure determined by initial equity margin and leverage:

Position Size=Equity×LandBorrowed Capital=Position SizeEquity\text{Position Size} = \text{Equity} \times L \quad \text{and} \quad \text{Borrowed Capital} = \text{Position Size} - \text{Equity}

2. Net Interest Rate Differential (Annualized Carry Spread)

The net annual percentage yield after deducting borrowing costs and broker financing markups:

Δrnet=rtargetrfundingfbroker\Delta r_{\text{net}} = r_{\text{target}} - r_{\text{funding}} - f_{\text{broker}}

3. Net Interest Carry Cash Income

The nominal dollar cash flow generated across the holding duration in days:

Net Interest Carry=Position Size×(Δrnet100)×(Days365)\text{Net Interest Carry} = \text{Position Size} \times \left(\frac{\Delta r_{\text{net}}}{100}\right) \times \left(\frac{\text{Days}}{365}\right)

4. Exchange Rate Movement and Capital P&L

The nominal gain or loss caused by shifts in the currency pair exchange rate:

ΔE%=E1E0E0×100%    FX P&L=Position Size×(ΔE%100)\Delta E\% = \frac{E_1 - E_0}{E_0} \times 100\% \quad \implies \quad \text{FX P\&L} = \text{Position Size} \times \left(\frac{\Delta E\%}{100}\right)

5. Total Net Return and Return on Equity (ROE)

The combined net profit and performance relative to original margin deposit:

Total Net Profit=Net Interest Carry+FX P&L\text{Total Net Profit} = \text{Net Interest Carry} + \text{FX P\&L}
ROE%=Total Net ProfitEquity×100%andAnnualized ROE%=ROE%×(365Days)\text{ROE\%} = \frac{\text{Total Net Profit}}{\text{Equity}} \times 100\% \quad \text{and} \quad \text{Annualized ROE\%} = \text{ROE\%} \times \left(\frac{365}{\text{Days}}\right)

6. Break-Even Depreciation Threshold

The maximum percentage drop in the target currency before net returns become negative:

ΔEbreakeven%=(Net Interest CarryPosition Size)×100%=Δrnet×(Days365)\Delta E_{\text{breakeven}}\% = -\left(\frac{\text{Net Interest Carry}}{\text{Position Size}}\right) \times 100\% = -\Delta r_{\text{net}} \times \left(\frac{\text{Days}}{365}\right)
Ebreakeven=E0×(1+ΔEbreakeven%100)E_{\text{breakeven}} = E_0 \times \left(1 + \frac{\Delta E_{\text{breakeven}}\%}{100}\right)

Step-by-step worked examples

To demonstrate how interest yields interact with leverage and currency shifts, let us examine two real-world market scenarios.

Example 1: USD/JPY Carry Trade with Stable Exchange Rate

Suppose an investor deposits $10,000 in equity and uses 5x leverage to establish a $50,000 long USD/JPY position. The US Dollar yields 5.25% annually, while the Japanese Yen borrowing rate is 0.25%, with a broker financing markup of 0.20%. The holding period is 365 days, and the USD/JPY rate remains flat at 155.00.

  • Position Exposure: $10,000 × 5 = $50,000
  • Net Interest Spread: 5.25% - 0.25% - 0.20% = 4.80% per year
  • Gross Interest Earned: $50,000 × 5.25% = $2,625.00
  • Funding Cost & Fees: ($50,000 × 0.25%) + ($50,000 × 0.20%) = $125.00 + $100.00 = $225.00
  • Net Carry Cash: $2,625.00 - $225.00 = $2,400.00
  • Exchange Rate P&L: $0.00 (0% price shift)
  • Total Net Profit: $2,400.00
  • Return on Equity (ROE): ($2,400 / $10,000) × 100% = 24.00%
  • Break-Even FX Drop: -4.80% (USD/JPY can drop from 155.00 down to 147.56 before profit becomes negative).

Example 2: Adverse Currency Shock (-3.0% Depreciation)

Using the same $10,000 deposit at 5x leverage ($50,000 exposure) and 4.80% net spread over 365 days, suppose global market volatility causes the US Dollar to drop 3.0% against the Yen (exchange rate falls from 155.00 to 150.35).

  • Net Interest Carry Earned: +$2,400.00
  • Exchange Rate Loss: $50,000 × (-3.0%) = -$1,500.00
  • Total Net Profit: $2,400.00 - $1,500.00 = +$900.00
  • Net ROE on Equity: ($900.00 / $10,000) × 100% = 9.00%
  • Key Takeaway: Because the currency drop (-3.0%) was smaller than the net carry yield (+4.80%), the trade remained profitable despite unfavorable foreign exchange movement.

Key drivers of carry trade returns and risks

Professional currency managers monitor several macro and market structure factors when managing carry portfolios:

  • Central Bank Monetary Policy Divergence: Carry trades thrive during periods of clear policy divergence, such as when one central bank is hiking benchmark interest rates to curb inflation while another maintains negative or zero-bound policy rates.
  • Global FX Volatility (VIX and CVIX): When implied currency volatility is low, carry trades attract institutional capital because exchange rates remain range-bound. When market volatility spikes, risk-off sentiment triggers immediate carry unwinding.
  • Leverage and Liquidation Thresholds: Because leverage magnifies percentage price moves on initial equity, a 10x leveraged position requires only a 10% currency drop to wipe out 100% of initial margin capital, regardless of annual interest yields.
  • Broker Rollover Markups: Retail forex brokers apply financing spreads (swap markups) to benchmark rates. Comparing broker swap schedules ensures financing friction does not consume a disproportionate share of the carry yield. For annualized rate conversions, consult our APR to APY calculator.

Frequently asked questions

What is a forex carry trade and how does it work?

A forex carry trade is an investment strategy where a trader borrows funds in a currency with a low interest rate (the funding currency, such as the Japanese Yen or Swiss Franc) and uses the proceeds to purchase an asset or hold a deposit denominated in a currency with a higher interest rate (the target or investment currency, such as the US Dollar or Mexican Peso). The trader captures the net interest rate differential, known as positive carry or rollover swap, for every day the position remains open.

Why is leverage commonly used in carry trades?

Because interest rate differentials between major sovereign currencies are typically between 2% and 6% annually, institutional and retail traders often use leverage (such as 3x, 5x, or 10x) to magnify cash yields on their deposited margin capital. For instance, a 4% interest rate differential on an unleveraged position generates a 4% return on equity, whereas the same spread at 5x leverage produces a 20% gross return on equity before broker fees and currency price shifts.

What is the biggest risk in a carry trade?

The primary risk is unfavorable exchange rate movement. If the high-yielding target currency depreciates against the low-yielding funding currency, the capital loss on the currency position can quickly surpass the accumulated interest carry. In extreme market stress, rapid carry trade unwinds occur when global volatility spikes, causing funding currencies like the Yen to surge abruptly, triggering margin calls and forced liquidations.

How do you calculate the break-even exchange rate in a carry trade?

The break-even point is the maximum percentage drop the target currency can experience before total net profit becomes zero. It is calculated by dividing total net interest carry earned over the holding period by total position size. For example, if a 1-year trade generates a 4.5% net interest differential, the target currency can drop by up to 4.5% before the trade enters a net loss.

What is Uncovered Interest Rate Parity (UIP)?

Uncovered Interest Rate Parity is an economic theory postulating that the exchange rate between two currencies should naturally adjust to eliminate interest rate differentials. According to UIP, high-interest currencies should depreciate against low-interest currencies by an amount exactly equal to the interest gap, preventing persistent arbitrage. In empirical practice, however, carry trades have historically generated positive returns over extended multi-year economic expansions due to sticky interest rate policies and risk premiums.

What is a carry trade unwind or liquidation spiral?

A carry trade unwind happens when market volatility rises or central banks adjust monetary policy (for example, the funding central bank raises rates while the target central bank cuts rates). As traders rush to close long positions by selling the target currency and buying back the funding currency, the funding currency appreciates rapidly. This self-reinforcing feedback loop forces leveraged participants into stop-loss liquidations.

Resources and references

The formulas and methods in this calculator were checked against these independent sources.