What is Implied Volatility (IV)?
Implied volatility (IV) is one of the most important concepts for options traders to understand for two reasons. First, it shows how volatile the market might be in the future. Second, implied volatility can help you calculate probability.
This is a critical component of options trading which may be helpful when trying to determine the likelihood of a stock reaching a specific price by a certain time. Keep in mind that while these reasons may assist you when making trading decisions, implied volatility does not provide a forecast with respect to market direction.
Although implied volatility is viewed as an important piece of information, above all it is determined by using an option pricing model, which makes the data theoretical in nature. There is no guarantee these forecasts will be correct.
Understanding IV means you can enter an options trade knowing the market’s opinion each time. Too many traders incorrectly try to use IV to find bargains or over-inflated values, assuming IV is too high or too low. This interpretation overlooks an important point, however.
Options trade at certain levels of implied volatility because of current market activity. In other words, market activity can help explain why an option is priced in a certain manner. Here we’ll show you how to use implied volatility to improve your trading. Specifically, we’ll define implied volatility, explain its relationship to probability, and demonstrate how it measures the odds of a successful trade.
Implied volatility shows the market’s opinion of the stock’s potential moves, but it doesn’t forecast direction. If the implied volatility is high, the market thinks the stock has the potential for large price swings in either direction, just as low IV implies the stock will not move as much by option expiration.
To option traders, implied volatility is more important than historical volatility because IV factors in all market expectations. If, for example, the company plans to announce earnings or expects a major court ruling, these events will affect the implied volatility of options that expire that same month. Implied volatility helps you gauge how much of an impact news may have on the underlying stock.
How can option traders use IV to make more informed trading decisions? Implied volatility offers an objective way to test forecasts and identify entry and exit points. With option IV, you can calculate an expected range – the high and low of the stock by expiration. Implied volatility tells you whether the market agrees with your outlook, which helps you measure a trade’s risk and potential reward.
Interpretation
When buying an option, the premium paid is based on the market’s expected volatility. Interestingly, in less liquid options markets, counterparties often negotiate implied volatility (IV) rather than the actual price. Analysts frequently use IV as a reflection of the market’s overall mood, with each contract having its own IV, which is visible on exchange platforms.
Analysts typically monitor the IVs of at-the-money (ATM) Nifty options, which have strike prices closest to the current market price. Pessimistic traders often buy put options as a hedge, driving up the IV of these options, signalling bearish sentiment.
Conversely, IVs tend to drop when traders aren’t heavily hedging against significant market shifts. Most traders are comfortable with IVs in the 20% to 25% range. Recently, the IVs for ATM Nifty options have dipped to around 14%, indicating that traders aren’t expecting any major volatility-triggering events.
Although IV levels theoretically don’t indicate market direction, traders often see high IVs as a bearish signal. The reason is that fear of a market downturn tends to influence trading behaviour more strongly than optimism. As a result, high IVs are often associated with bearish sentiment as investors and fund managers seek protection against a potential sharp decline.
Pros and Cons of Implied Volatility
Before diving into the formula for implied volatility, it’s important to understand its advantages and limitations. Here’s a simplified overview:
Pros:
- Accurate Forecasting Tool: Implied volatility (IV) is one of the most reliable tools for predicting future price fluctuations in financial instruments.
- Essential for Derivatives Pricing: IV plays a key role in determining the price of derivatives, especially options.
- Market Insights: It helps gauge uncertainty, market risk, options premiums, and investor sentiment, allowing you to craft effective trading strategies based on market predictions.
Cons:
- Direction Uncertainty: IV can indicate the potential size of future price swings but doesn’t provide clarity on whether the market will move up or down.
- Limited Scope: IV only focuses on the price movements of a specific financial instrument, ignoring important fundamentals like the P/E ratio, PEG ratio, and Earnings Per Share (EPS).
- Need for Complementary Analysis: Due to its limitations, IV is best used alongside other technical and fundamental analysis tools to make well-rounded trading decisions.
In a Nutshell
Implied volatility is a crucial tool for anticipating market price swings. It’s derived from options pricing and helps in calculating premiums for derivatives. Seasoned investors use it to gauge market risk and uncertainty. You can also monitor IV to make informed derivative investments and minimise potential losses. Ready to start trading? Open a Demat account with Angel One today!
FAQs
High Implied Volatility (IV) can be both good and bad, depending on your position. For option buyers, high IV might be beneficial due to potentially higher profits, but it also means higher premiums. For sellers, high IV increases risk but offers higher premium income.
Implied Volatility (IV) is usually expressed as a percentage. A higher IV suggests more significant price fluctuations are expected, indicating higher uncertainty or risk in the market. A lower IV suggests more stable prices. Traders use IV to assess market sentiment and set their strategies.
Implied Volatility (IV) is typically calculated using options pricing models like the Black-Scholes model. It’s derived by plugging in the market price of the option and solving for volatility. Due to its complexity, most traders rely on options trading platforms that automatically provide IV values.
The full form of IV in the share market is Implied Volatility. It represents the market’s expectation of future price volatility and is an essential factor in options pricing and risk assessment.
