Financial futures: interest rate, currency, stock index
Futures are not only on crops, cattle and metals. Financial futures are contracts on interest rates, currencies and stock indexes. The rules of margin, offset and daily settlement are the same as for corn. What changes is what the contract is built on and how it is quoted and settled.
All contract details below come from CME Group contract spec pages read on 2026-10-06. Exchanges can change specs, so check the spec page before relying on a number.
1. Interest rate futures
The CFTC glossary defines interest rate futures as contracts on fixed income securities such as U.S. Treasury issues, or based on the level of a specified interest rate. Currencies are a separate category.
Treasury note futures (ZN)
The 10-Year T-Note contract (ZN) covers $100,000 face value of Treasury notes. It is deliverable: shorts who stay in deliver actual notes through the Federal Reserve wire system.
Quoting in 32nds. CME explains that Treasury futures trade in full points plus fractions of 1/32 of a point, not decimals. So:
- 112-16 means 112 and 16/32, which is 112.50.
- 112-08 means 112 and 8/32, which is 112.25.
The ZN minimum tick is half of 1/32 of a point, worth $15.625. A full 1/32 is therefore worth $31.25, and a full point is worth $1,000 on $100,000 face.
Made-up example: you buy one ZN at 112-08 and sell at 112-24. That is a gain of 16/32, which is half a point. Half a point on $1,000 per point = $500. Convert to 32nds or decimals first; never subtract 112.08 from 112.24 as if they were decimals.
Prices and rates move opposite. In CME’s hedging lesson, a portfolio of Treasuries that is hurt by higher rates is hedged by selling Treasury futures, and the lesson notes that lower rates bring higher prices. Rising rates, falling prices.
Three-Month SOFR futures (SR3)
SR3 is based on SOFR, a broad measure of the cost of borrowing cash overnight against Treasury collateral. Its price is an index: 100 minus the rate.
- If the market expects a 4.00 percent rate, the price is 100 minus 4.00 = 96.00 (made-up numbers).
- If the expected rate rises to 4.25 percent, the price falls to 95.75.
So the same rule applies: rates up, price down. Someone worried about rising rates would sell.
CME lists the contract unit as $2,500 times the IMM Index, so one basis point (0.01) is worth $25. The tick is 0.0025 ($6.25) for months with four months or less to last trade, and 0.005 ($12.50) for other months. SR3 is financially settled (cash settled).
2. Currency futures
A currency future is a futures contract on a foreign currency, priced in another currency. Take Euro FX futures (6E) at CME:
- Contract size: 125,000 euros.
- Quoted in U.S. dollars and cents per euro.
- Minimum tick: 0.00005 per euro = $6.25.
- Settlement: deliverable (physical delivery of the currency).
Made-up example: you buy one 6E at 1.10000 and it rises to 1.10500. That is 0.00500, or 100 ticks. 100 times $6.25 = $625. Check it another way: 0.005 times 125,000 euros = $625.
A long euro future gains when the euro rises against the dollar, and loses when the dollar strengthens.
3. Stock index futures
A stock index future is built on an index number, such as the S&P 500 or the Nasdaq-100, times a dollar multiplier. You cannot deliver an index, so these contracts are financially settled: the CFTC glossary describes cash settlement as the short paying the long a cash amount based on the level of an index.
These are the contracts used throughout this course. From CME’s spec pages:
| Contract | Code | Contract unit | Tick | Tick value | Point value |
|---|---|---|---|---|---|
| E-mini S&P 500 | ES | $50 x S&P 500 Index | 0.25 | $12.50 | $50 |
| E-mini Nasdaq-100 | NQ | $20 x Nasdaq-100 Index | 0.25 | $5.00 | $20 |
| Micro E-mini S&P 500 | MES | $5 x S&P 500 Index | 0.25 | $1.25 | $5 |
| Micro E-mini Nasdaq-100 | MNQ | $2 x Nasdaq-100 Index | 0.25 | $0.50 | $2 |
(Point value is the contract unit multiplier; four ticks make one point.)
Made-up example: you sell one MES at 5,000.00 and buy it back at 4,990.00. That is 10 points in your favor. 10 points times $5 = $50 before costs.
Notional value is the index level times the multiplier. Made-up example: with an index level of 5,000, one ES controls 5,000 times $50 = $250,000 of index exposure, and one MES controls one tenth of that. This is why leverage cuts both ways: a small percentage move in the index is a large dollar move per contract.
Same rules, different underlying
| Family | Example | Settlement | Price moves with |
|---|---|---|---|
| Interest rate (note) | ZN | Deliverable | Opposite to yields |
| Interest rate (short-term) | SR3 | Cash | 100 minus the rate |
| Currency | 6E | Deliverable | Euro versus dollar |
| Stock index | ES, NQ, MES, MNQ | Cash | The index level |
Key ideas
- Financial futures cover interest rates, currencies and stock indexes.
- Treasury futures are quoted in points and 32nds; convert before you do math.
- For rate futures, rates up means prices down. SR3 price = 100 minus the rate.
- 6E is 125,000 euros; tick 0.00005 = $6.25; deliverable.
- Stock index futures are cash settled. ES $12.50, NQ $5.00, MES $1.25, MNQ $0.50 per 0.25 tick.