Warrant Value Calculator
Intrinsic value of stock warrants at the current share price.
Calculate the intrinsic value of stock warrants. Enter share price, strike price and number of warrants to see total value and in-the-money status.
What this tool does
A warrant lets you buy a company's shares at a set strike price before it expires. This calculator computes the intrinsic value—the immediate economic value if you exercised today. Intrinsic value is zero when the share price falls below the strike (out of the money), or equals the difference between share price and strike, multiplied by your number of warrants, when the share price exceeds the strike (in the money). The result is driven primarily by the gap between current share price and strike price, and the quantity of warrants held. For example, if you hold warrants with a strike price below today's trading level, the calculator shows their current floor value. It does not account for time value—the additional premium attached to warrants with time remaining—or volatility expectations. For a complete valuation incorporating those factors, a full option-pricing model is required. This calculation is for educational illustration only.
Quick answer: with the default values, the result is $3,000.00 (Intrinsic Value (In the Money)). Adjust the values below for your own figures.
Enter Values
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Formula Used
Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
If you hold 1,000 warrants with a 5 strike and the share trades at 8, intrinsic value is 3 × 1,000 = 3,000. If the share drops to 4, intrinsic value is zero — the warrants are out of the money.
What the result means
Intrinsic value is the cash you'd net if you exercised the warrants today, ignoring exercise costs and tax. Warrants also carry time value — the premium markets pay for the chance the share price rises further before expiry. This tool does not compute time value.
When intrinsic value is zero
If the share trades below the strike, intrinsic value is zero but the warrants aren't necessarily worthless — the option to buy at the strike still has value if there's time before expiry and enough volatility. That option value isn't shown here.
Quick example
With current share price of 8 and strike price of 5 (plus number of warrants of 1,000), the result is 3,000.00.
Which inputs matter most
You enter Current Share Price, Strike Price, and Number of Warrants.
What's happening under the hood
Intrinsic value equals (share price minus strike price) times number of warrants, floored at zero. Time value and implied volatility are not modelled — for a complete warrant valuation use a Black-Scholes or binomial option pricing approach.
With a stock price of £8 and strike price of £5, your 1,000 warrants have an intrinsic value of $3,000.00.
Inputs
| Value per Warrant | $3.00 |
|---|---|
| Share Price | $8.00 |
| Strike Price | $5.00 |
| Warrants Held | 1,000 |
This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
The calculator computes warrant intrinsic value by taking the difference between the current share price and the strike price, multiplying by the number of warrants held, and applying a floor of zero. This approach models only intrinsic value—the immediate exercise payoff—and does not account for time value, volatility, dividend yields, or interest rates. The model assumes warrants are European-style (exercisable at expiration), applies no transaction costs or fees, and treats the share price as constant. For warrants with material time remaining or in volatile markets, intrinsic value alone understates economic value. A more complete valuation requires option pricing methods such as Black-Scholes or binomial models that incorporate time decay and expected price movements.
References
Frequently Asked Questions
What's the difference between a warrant and an option?
Why might a warrant trade above its intrinsic value?
Can intrinsic value be negative?
Does this include exercise costs?
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