Futures Contract Value Calculator
Futures Contract Value Calculator
Determine the full notional value, dollar value per tick move, and margin-to-value ratio for any futures contract. Enter the contract specifications to understand the true dollar exposure and leverage of your position.
Contract Specifications
Results
INSTRUCTIONS
How to Use This Calculator
1. Enter Price
Input the current futures price per unit. For example, 4,500 for the E-mini S&P 500 or 78 for crude oil.
2. Set Contract Specs
Enter the contract multiplier, minimum tick size, and dollar value per tick from the exchange specifications.
3. Enter Margin
Input the initial margin requirement from your broker to see the margin-to-value ratio and effective leverage.
4. Review Results
See the notional value, per-tick and per-point dollar values, leverage ratio, and more. Results update in real time.
EDUCATION
Understanding Futures Contract Value
The notional value of a futures contract represents the total dollar value of the underlying asset you control. It is calculated by multiplying the current price by the contract size (multiplier). For example, one E-mini S&P 500 futures contract at 4,500 has a notional value of 4,500 x $50 = $225,000. Understanding this figure is critical for assessing the true exposure of your positions.
Each futures contract has a minimum price increment called a tick. The tick size and tick value are defined by the exchange. For the E-mini S&P 500, the tick size is 0.25 index points and each tick is worth $12.50. A full point move (four ticks) is worth $50. These specifications vary by product. Crude oil ticks at $0.01 per barrel with a tick value of $10 per contract.
The margin-to-value ratio shows what percentage of the contract's notional value you must deposit as margin. A ratio of 5% means you control $20 of notional value for every $1 of margin, giving you 20x leverage. The number of ticks needed to exhaust your margin tells you how much adverse price movement would wipe out your deposit, which is a key metric for risk management and stop-loss placement.
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