An FX forward rate is the exchange rate locked in today for currency to be exchanged on a future date. It is not a forecast — it is mathematically derived from the spot rate and the interest rate differential between the two currencies via covered interest rate parity (IRP). Our forward rate calculator implements the standard money-market formula Forward = Spot × (1 + Rd × t) / (1 + Rf × t) using the FX market convention of a 360-day year. It returns the forward rate to five decimal places, the forward points (in pips), the annualized forward premium or discount as a percentage, and an optional locked notional amount.
FX convention: 360-day year
Input the current spot exchange rate as units of domestic currency per 1 unit of foreign currency.
Provide the annual risk-free rate for both the domestic (quote) and foreign (base) currencies.
Enter the number of days to forward settlement (typically 30, 60, 90, 180, or 360).
Add a foreign currency amount to compute the locked domestic value at the forward rate.
Review the forward rate, forward points, annualized premium/discount, and locked amount.
Covered interest rate parity says that an investor borrowing one currency at its risk-free rate, converting at spot, investing in the other currency, and converting back at the forward rate must earn zero arbitrage profit. Solving for the forward rate gives the formula above. When the domestic interest rate is higher than the foreign rate, the forward trades at a premium to spot (more domestic per foreign in the future). When the foreign rate is higher, it trades at a discount.
Forward = Spot × (1 + Rd × t) / (1 + Rf × t)
Forward rates are NOT a forecast of where spot will move — they are an arbitrage-free price derived from interest rates
Use the 360-day count for FX (most major currencies follow this convention; GBP and a few others use 365)
When the domestic (quote) rate is higher, the forward is at a premium to spot
When the foreign (base) rate is higher, the forward is at a discount
Forward points are quoted in pips: a 50-pip premium on EUR/USD means 0.0050 above spot
Bank quotes add a bid-ask spread on top of the theoretical forward — this calculator gives the mid
Match the day count to the actual settlement date; small differences materially move the forward for short tenors
A forward exchange rate is the price agreed today for exchanging one currency for another at a specific future date. Unlike spot rates, forward rates incorporate the interest rate differential between two currencies — a principle known as covered interest rate parity. If the foreign currency offers a higher interest rate than the domestic currency, the forward rate will be at a discount to the spot rate, and vice versa. This relationship prevents risk-free arbitrage between money markets and currency markets. Forward contracts are among the most widely used instruments in international finance: corporations use them to lock in exchange rates for future receivables and payables, importers and exporters hedge transaction risk, and fund managers protect international portfolio returns from currency fluctuations. The global FX forward market averages over $1 trillion in daily turnover. The forward rate formula is straightforward: Forward Rate equals Spot Rate multiplied by (1 + domestic rate times days/360) divided by (1 + foreign rate times days/360), using the appropriate day count convention. This forward rate calculator computes the outright forward rate, forward points, annualized forward premium or discount, and the implied cost of hedging for any currency pair, tenor, and interest rate inputs.
Forward exchange rates exist to let companies and investors lock in a price today for a future foreign currency transaction, eliminating exchange rate risk.
An importer who knows they will pay €1m in 90 days can buy a 90-day EUR/USD forward and remove all uncertainty about the dollar cost.
The forward rate is set by interest rate parity, not by where the market thinks spot will move.
Banks usually quote forwards as forward points added to or subtracted from the spot rate, rather than as an outright forward rate. A quote of '+50 pips for 3 months' on EUR/USD means the 3-month forward is 50 pips above spot.
Our calculator returns both:
The forward exchange rate is derived from the spot rate and the interest-rate differential between the two currencies, a relationship called covered interest rate parity.
The formula is Forward = Spot × (1 + domestic rate × t) / (1 + foreign rate × t), where t is the time to maturity in years. If the domestic currency has the higher rate, it trades at a forward discount.
This calculator applies interest rate parity to your spot rate, rates, and maturity.
Covered interest rate parity says the forward rate must offset the interest-rate gap between two currencies, otherwise riskless arbitrage would exist.
If one currency pays more interest, its forward rate falls enough to erase the advantage for a hedged investor.
As documented by the BIS, deviations from parity are usually small and short-lived because banks arbitrage them away. This is the theoretical anchor for how forwards are priced in the market.
Forward points are the difference between the forward and spot rates, quoted in pips. A currency trades at a forward premium when its forward rate is stronger than spot and a discount when weaker, determined entirely by the interest-rate differential.
Dealers quote forwards as spot plus or minus points rather than as an outright rate.
Positive points mean the base currency is at a discount in most quoting conventions — read the sign carefully.
A common misconception is that the forward rate predicts where the spot rate will go. It does not — it is purely the arbitrage-free price today for future delivery, set by interest-rate differentials.
As Investopedia and decades of academic research note, forward rates are empirically poor predictors of future spot rates — the well-known 'forward premium puzzle'.
Use forwards to lock in a known rate and remove uncertainty, not as a market forecast of currency direction.
A spot transaction settles at today's rate within two business days; a forward contract locks a rate today for settlement on a future date.
Businesses use forwards to fix the cost of a future foreign payment or receipt, removing exchange-rate uncertainty.
The trade-off is commitment — you are locked into the forward rate even if spot later moves in your favor. Forwards are the most common corporate hedging tool.
Forwards are the workhorse of currency hedging.
An importer owing €1 million in 90 days can buy a forward today, fixing the dollar cost regardless of where EUR/USD moves. The forward rate, and thus the hedge cost, comes straight from interest rate parity.
Because the rate is known upfront, forwards convert an uncertain future exposure into a certain cash flow — the core value of hedging with forwards.
For currencies with capital controls or limited convertibility (such as some emerging-market currencies), non-deliverable forwards settle the difference in a convertible currency like the dollar rather than exchanging the actual currencies.
NDFs let firms hedge exposure to restricted currencies without needing to deliver them.
According to BIS data, they are widely used for currencies like:
Companies use forward rates to:
A known forward rate lets a CFO commit to a supplier price in a foreign currency without gambling on FX moves.
Treasurers ladder multiple forwards across future dates to match the timing of expected cash flows, smoothing currency risk across a budget year.
Frequent errors include:
Businesses also over- or under-hedge by mismatching contract dates to cash-flow dates.
Apply interest rate parity correctly, match maturities to exposures, and treat forwards as certainty tools, not predictions.
Data sourced from trusted institutions
All formulas verified against official standards.