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Value at Risk (VaR)

Estimate the loss a portfolio should not exceed over a chosen horizon at a chosen confidence, using parametric Value at Risk — and understand what it deliberately leaves out.

About 2 min to an answer Free, no sign-up Runs in your browserRuns on your device
Read the lesson: Value at Risk →
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Runs entirely in your browserRuns entirely on your device — nothing you type is sent anywhere. Educational only, and not investment advice.

How to use this calculator

Each step names a control you will find on screen above.

  1. Portfolio value

    The total value at risk. VaR scales directly with it.

  2. Annual volatility

    The annualised standard deviation of the portfolio’s returns. It is scaled to the horizon by the square root of time.

  3. Horizon

    The number of days over which you are measuring the potential loss — one day for a trading book, longer for an investment portfolio.

  4. Confidence level

    How far into the tail you measure: 95% is breached about one day in twenty, 99% about one day in a hundred. Higher confidence gives a larger VaR.

Worked example: A ₹10 lakh portfolio, one day

₹10,00,000 portfolio with 20% annual volatility, one-day horizon, 95% confidence.

What to enter

Portfolio value
₹10,00,000
Annual volatility
20%
Horizon
1 day
Confidence
95%

What it shows you

Daily volatility
≈ 1.26%
95% VaR
≈ ₹20,700
99% VaR
≈ ₹29,300
Beyond the threshold
Can be far larger

Where this is taught

A calculator gives you a number. These explain what the number means and when it misleads you.

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