Crypto markets have always been known for their volatility and profit-yielding potential. But with high returns, comes high risks. While trading with crypto options, anticipating the future prices of underlying assets rightly is very important.  Here a proper utilisation of implied volatility can minimise your risk and optimise your profits.
However, traders often lack clarity when it comes to interpreting implied volatility while trading in crypto options. That is why we have detailed everything to know about implied volatility.
Now let’s learn how it works.
<h2>What Is Implied Volatility in Crypto Options?</h2>
Implied volatility (IV) is a crucial metric often utilised by options traders to forecast the price fluctuation magnitude of an underlying asset till its expiration. In simple terms, implied volatility indicates how volatile the market price of an asset can be in future.
Unlike historical volatility which measures the realised volatility of a cryptocurrency’s price, implied volatility only measures the expected price movements based on an option’s price. It is called ‘implied’ because it is the future volatility implied by the crypto market for a crypto option. This metric is derived from the Black Scholes formula for pricing options.
<h2>How Does Implied Volatility Work in Crypto Options Trading?</h2>
In crypto options trading, implied volatility refers to a forecasted value by which the price of the underlying asset is expected to fluctuate. It is directly proportional to the expected crypto price; hence, it’s an essential factor for options pricing.
Therefore, by looking at the implied volatility, you can better comprehend the price fluctuations of an underlying asset. The higher the implied volatility more will be the option prices. Similarly, a lower implied volatility means lower option prices due to its direct correlation. 
Moreover, implied volatility can help us in getting an idea of the option prices and makes it convenient to predict a potential crypto price movement. You can effectively use it in various ways while trading in crypto options, which include:
<ul>
<li style="font-weight: 400;" aria-level="1">Estimating option prices</li>
<li style="font-weight: 400;" aria-level="1">Computing the expected price movement of an underlying asset</li>
<li style="font-weight: 400;" aria-level="1">Assessing the risk in a particular direction</li>
</ul>
As there is a strong speculation element which drives the crypto prices volatile. Therefore, the risk of losses is also very significant. Traders can check an option’s implied volatility to understand price fluctuations taking market risk into consideration. Usually, a higher implied volatility happens during a bear market, while a lower implied volatility occurs when the market is bullish.
<h2>How to Calculate Implied Volatility?</h2>
Implied volatility is based on a mathematical formula from which we can derive the price fluctuation of an underlying asset. You can calculate the implied volatility of an asset by entering certain inputs into an option pricing model. The inputs required to calculate this metric include:
<ul>
<li style="font-weight: 400;" aria-level="1">Price of options</li>
<li style="font-weight: 400;" aria-level="1">Strike price</li>
<li style="font-weight: 400;" aria-level="1">The current of an underlying cryptocurrency </li>
<li style="font-weight: 400;" aria-level="1">Expiry date of an options contract</li>
<li style="font-weight: 400;" aria-level="1">Risk-free rate</li>
</ul>
The Black-Scholes model is popularly used to calculate the implied volatility in options. It estimates a derivative’s theoretical value based on the price, volatility, time and risk of its underlying asset. According to this formula, the price of a call option (C) is:
C = S N (d1) – Ke^-RT N (d2)
Where, S is the current market price of a cryptocurrency
K is its strike price
R refers to the annualised risk-free interest rate
T is the time left till expiration
N is the normal distribution function (cumulative)
The Black-Scholes formula is regarded as the best way to accurately price an option. However, it only works on European-style options.
<h2>How to Use Implied Volatility?</h2>
The correct interpretation of implied volatility can increase the probability of making profitable trades. Your objective as a trader or investor should be to minimise the risk factor and maximise returns. 
Understanding the implementation of IV in options trading can largely impact your selection of strike prices, maximum gain implications, and breakeven prices and optimise your overall option pricing strategy. In short, a crypto option’s implied volatility is of utmost importance to traders; the success of their trades depends on whether they are on the right side of future volatility. 
Here are some of the applications of knowing the implied volatility of options.
<ul>
<li aria-level="1">Assessing Whether Implied Volatility Is High or Low</li>
</ul>
You can determine whether the implied volatility is high or low just by checking the IV rank metrics. 
<ul>
<li aria-level="1">Identifying the Reasons behind Higher Premiums</li>
</ul>
You should research the reason behind the higher-than-expected premium of an option. The reason can be a merger or acquisition, new product approval, etc. This will help you in making an informed decision to make a buy or sell transaction.
<ul>
<li aria-level="1">Figuring out Options with Higher Implied Volatility</li>
</ul>
After conducting research, you will now be able to identify options with higher implied volatility which you can consider selling. In a scenario of high IV, you can opt for some selling strategies like credit spreads, covered calls, naked puts, short strangles and short straddles.
<ul>
<li aria-level="1">Figuring out Options with Lower Implied Volatility</li>
</ul>
Identifying low IV options, which could be an opportunity for buying options. Usually, the premiums are on the lower side when the IV is low. It is said to be a buyer’s market, during that period you can opt for several buying strategies like diagonal & calendar spreads, debit spreads, naked long puts or naked long calls.
Points to Note:
Here are several points that you will need to understand as a crypto option trader regarding the implied volatility of options:
<ul>
<li style="font-weight: 400;" aria-level="1">The strike price of an options contract reacts to implied volatility based on how near its strike is to the current market price of the underlying asset. The closer the strike price is to the current market price, the more sensitive it is to IV and vice versa.</li>
<li style="font-weight: 400;" aria-level="1">The impact of implied volatility (IV) on short-dated options is relatively lower than on long-dated options. This is mainly because long-dated options have a higher time value component in their pricing than short-dated contracts.</li>
<li style="font-weight: 400;" aria-level="1">IV moves in cyclical patterns; hence, traders are always recommended to monitor the IV highs and lows of their chosen assets. In such scenarios, the IV is expected to get back to its mean position. However, this is just a single aspect of option pricing; there can also be a huge directional movement which can disrupt IV cycles.</li>
</ul>
<h2>Final Words</h2>
Cryptocurrency markets are volatile in nature, hence trading in crypto options without a proper understanding of implied volatility and its implementation can increase the risk factor to a large extent. However, one should note that using this metric does not eliminate risks. It can only predict the price fluctuation magnitude but cannot predict whether the price will move upwards or downwards. 
Now that you have a clear understanding of the implied volatility, you can consider utilising this metric and trade in crypto options using the Delta Exchange platform and make sizable gains from it.

Crypto markets have always been known for their volatility and profit-yielding potential. But with high returns, comes high risks. While trading with crypto options, anticipating t

Understanding Implied Volatility in Crypto Options Trading

Company

Resources

Information

Support