Implied Volatility 6 Month

Returns the 6-month implied volatility (IV) for a given stock symbol. This represents the market's expectation of price movement over the next 6 months.

What is 6-Month IV?

The 6-month implied volatility is derived from options prices with approximately 180 days to expiration. It's commonly used for:

  • LEAPS and longer-term options strategies
  • Volatility term structure analysis
  • Long-term risk assessment

Parameters

Parameter Required Description
Symbol Yes Stock ticker symbol
StartDate No Historical date to retrieve IV from

Notes

  • IV is expressed as a decimal (0.25 = 25%)
  • Useful for longer-term options strategies
  • Generally more stable than short-term IV

Examples

=ImpliedVolatility6m("AAPL")
Current 6-month IV for Apple
=ImpliedVolatility6m("TSLA")
Current 6-month IV for Tesla
Current 6-month IV for Russell 2000 ETF
=ImpliedVolatility6m("AAPL", DATE(2024,1,15))
Historical 6-month IV
Symbol from cell reference

When to Use

  • Long-term volatility analysis
  • LEAPS options strategies
  • Volatility term structure comparison
  • Semi-annual risk assessment
  • Calendar spread strategies

When NOT to Use

Scenario Use Instead
Need shorter-term IV ImpliedVolatility30d(), ImpliedVolatility60d(), or ImpliedVolatility90d()
Need 1-year IV ImpliedVolatility1y()
Need actual price movement HistoricalVolatility()
Need specific option IV Option_IV()

Common Issues & FAQ

Q: Why am I getting "NA"? A: Check that:

  • The symbol is valid and has options trading
  • The stock has sufficient long-dated options liquidity
  • For historical dates, options data exists for that period

Q: Why is 6-month IV lower than 30-day IV? A: This is called "backwardation" in the volatility term structure. It often occurs:

  • Around earnings announcements (short-term IV spikes)
  • During market stress (near-term uncertainty)
  • When specific near-term events are anticipated

Q: How do I interpret the value? A: The value is a decimal representing annualized volatility. Multiply by 100 for percentage (0.25 = 25% expected annual move).

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