{"id":1105,"date":"2024-01-30T09:03:32","date_gmt":"2024-01-30T09:03:32","guid":{"rendered":"https:\/\/mbscv.co.id\/?p=1105"},"modified":"2024-03-04T16:34:53","modified_gmt":"2024-03-04T16:34:53","slug":"how-implied-volatility-iv-works-with-options-and","status":"publish","type":"post","link":"https:\/\/mbscv.co.id\/index.php\/2024\/01\/30\/how-implied-volatility-iv-works-with-options-and\/","title":{"rendered":"How Implied Volatility IV Works With Options and Examples"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"459px\" alt=\"what is considered a high implied volatility\"\/><\/p>\n<p><p>Because implied volatility has a mean-reverting characteristic, we expect a high IV to come down eventually. An IV percentile of 100% means its current IV level is the highest it has ever been in the past year. An IV percentile of 0% means its current IV level is the lowest it has been over the past year. You can not compare the IV <a href=\"https:\/\/forexbroker-listing.com\/fxprimus\/\">fxprimus broker review<\/a> value of Microsoft with the IV value of Johnson and Johnson because the range of IV values of the two are different. An option price is composed of intrinsic and extrinsic value, the latter being the option\u2019s premium. In contrast, the Black-Scholes model is more suitable for European options (which can not be exercised early).<\/p>\n<\/p>\n<p><p>When calculated, implied volatility represents the expected one standard deviation move for a security. As implied volatility rises, an options contract\u2019s price increases because the expected price range of the underlying security increases. Implied volatility represents the expected one standard deviation move for a security. This may benefit options sellers if the expectation is that volatility will decrease.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"458px\" alt=\"what is considered a high implied volatility\"\/><\/p>\n<p><p>This allows us to gain insight into the option\u2019s relative price quickly and easily, even across different assets. The percentile function is an oscillated indicator and will enable you to identify the option IV high and low points. Just looking at the asset\u2019s IV gives us a value for a point in time.<\/p>\n<\/p>\n<p><p>Market volatility isn\u2019t a problem unless you need to liquidate an investment, since you could be forced to sell assets in a down market. That\u2019s why having an emergency fund equal to three to six months of living expenses is especially important for investors. \u201cParticularly in stocks that have been strong over the past few years, periods of volatility actually give us a chance to purchase these stocks at discounted prices,\u201d Garcia says. Volatility is often used to describe risk, but this is not necessarily always the case.<\/p>\n<\/p>\n<p><p>On the other hand, if IV percentile in XYZ is 90%, that would indicate that implied volatility had traded below current levels 90% of the time over the previous 52 weeks. That level would therefore indicate that implied volatility was trading at the higher end of its historical range. Created by Cboe Global Markets, the VIX is a real-time market index.<\/p>\n<\/p>\n<p><p>Stock is trading at $50, and the implied volatility of the option contract is 20%. This implies there\u2019s a consensus in the marketplace that a one SD move over the next 12 months will be plus or minus $10 (since 20% of the $50 stock price equals $10). Over the course of 365 days, the implied volatility is 23.7%, which implies a move of \u00b1 $59.30 above or below the current stock price of $423.00, that\u2019s a range of $118.60, or between $363.70 and $482.30. <a href=\"https:\/\/broker-review.org\/lmfx\/\">lmfx review<\/a> Many websites and financial screeners include the IV of a stock as one of the key statistics or data points that they display. Some screeners allow users to sort by volatility, allowing traders to look for options which may be particularly cheap or expensive to put together trades aimed at profiting from those outliers. In high IVR\/IVP environments, options prices are deemed to be on the higher end of their previous range over the course of a year.<\/p>\n<\/p>\n<p><h2>Why use the Implied Volatility percentile?<\/h2>\n<\/p>\n<p><p>Tastylive content is created, produced, and provided solely by tastylive, Inc. (\u201ctastylive\u201d) and is for informational and educational purposes only. Trading securities, futures products, and digital assets involve risk and may result in a loss greater than the original amount invested. Tastylive, through its content, financial programming or otherwise, does not provide investment or financial advice or make investment recommendations. Supporting documentation for any claims (including claims made on behalf of options programs), comparisons, statistics, or other technical data, if applicable, will be supplied upon request. Tastylive is not a licensed financial adviser, registered investment adviser, or a registered broker-dealer. Options, futures, and futures options are not suitable for all investors.<\/p>\n<\/p>\n<p><p>The example below shows monthly expirations for SPY over the next 365 days. The +- number is the expected move of the underlying price given the current implied volatility percentage (IV%), adjusted for the expiration timeframe. This is a widely used and well-known options pricing model, factors in&nbsp;current <a href=\"https:\/\/forex-reviews.org\/activtrades\/\">activtrades review<\/a> stock price, options strike price, time until expiration (denoted as a percent of a year), and risk-free interest rates. The Black-Scholes&nbsp;Model is quick in calculating any number of option prices. When you discover options that are trading with low implied volatility levels, consider buying strategies.<\/p>\n<\/p>\n<p><h2>How Do You Compute Historical Volatility?<\/h2>\n<\/p>\n<p><p>The VIX is the CBOE volatility index, a measure of the short-term volatility in the broader market, measured by the implied volatility of 30-day S&amp;P 500 options contracts. The VIX generally rises when stocks fall, and declines when stocks rise. Also known as the &#8220;fear index,&#8221; the VIX can thus be a gauge of market sentiment, with higher values indicating greater volatility and greater fear among investors. Before answering the question above, we should be familiar with the concept of \u201csuccess\u201d in the context of options trading. When evaluating the success rate of implied volatility (IV) in options trading, it\u2019s crucial to recognize that a high IV signifies a higher implied statistical probability of reaching a strike price.<\/p>\n<\/p>\n<ol>\n<li>Volatility often refers to the amount of uncertainty or risk related to the\u00a0size of changes in a security&#8217;s value.<\/li>\n<li>The ideal IV range varies across different assets and market conditions, making it challenging to pinpoint a specific \u2018good\u2019 implied volatility percentage for options.<\/li>\n<li>The IV success rate essentially measures how often the IV accurately predicts a stock\u2019s price movement.<\/li>\n<li>IV is forward-looking and represents expected volatility in the future.<\/li>\n<\/ol>\n<p><p>Utilizing tools like Option Samurai\u2019s IV Rank can help traders find trades with high or low IV percentile, enhancing their trading edge (notice that we call IV percentile IV rank). In a nutshell, it\u2019s usually better to sell options when the implied volatility is high and buy options when the implied volatility is low. If you\u2019re bullish on a stock and see that it has a low IV relative to its own history, that\u2019s a candidate for long call option or a multi-leg trade designed to make money when the underlying stock goes up. They\u2019re more affordable relative to the same kinds of options for the same underlying stock. Yes, prices are sometimes more volatile than expected, but generally, IV is overstated.<\/p>\n<\/p>\n<p><h2>What options strategies are good for high implied volatility?<\/h2>\n<\/p>\n<p><p>It\u2019s a good idea to rebalance when your allocation drifts 5% or more from your original target mix. Investing is a long-haul game, and a well-balanced, diversified portfolio was actually built with periods like this in mind. If you need your funds in the near future, they shouldn\u2019t be in the market, where volatility can affect your ability to get them out in a hurry.<\/p>\n<\/p>\n<p><h2>What Is Market Volatility\u2014And How Should You Manage It?<\/h2>\n<\/p>\n<p><p>Historical volatility is presented for a specific timeframe, such as 20 or 30 days or the past year. While past performance is not  indicative of future returns, historical volatility gives context to the security\u2019s implied volatility. Implied volatility measures the annual, one standard deviation range of a stock price with an accuracy of 68.2%.<\/p>\n<\/p>\n<p><h2>Or why your option prices can be less stable than a one-legged duck<\/h2>\n<\/p>\n<p><p>That reading would suggest that implied volatility is currently closer to the lower end of its historical range, because 95% of the time implied volatility was higher than it is now. When implied volatility percentile is between 0-30% that may be an indicator that options\/volatility are \u201ccheap,\u201d and attractive to buy. Much like IV rank, market participants can use IV percentile to assess how current levels of implied volatility compare to the previous 52 weeks of historical data. If XYZ stock is trading at $100 per share and has an implied volatility of 20%, that means the projected price movement for the stock is between $ over the course of the year.<\/p>\n<\/p>\n<p><p>So, a year from now, there\u2019s a 68% chance that Microsoft stock will be as low as $66 ($100 \u2013 $34) or as high as $134 ($100 + $34). For dynamically-generated tables (such as a Stock or ETF Screener) where you see more than 1000 rows of data, the download will be limited to only the first 1000 records on the table. For other static pages (such as the Russell 3000 Components list) all rows will be downloaded. You have to wade through a lot of jargon when navigating the world of options. In a low IV environment, you could be at the $95  strike to collect that same $3.50 in premium. That means your breakeven for the shares would be $91.50, a full 5 points higher than the high IV environment\u2019s strike.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Because implied volatility has a mean-reverting characteristic, we expect a high IV to come down eventually. An IV percentile of 100% means its current IV level is the highest it has ever been in the past year. An IV percentile of 0% means its current IV level is the lowest it has been over the past year. You can not&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[28],"tags":[],"class_list":["post-1105","post","type-post","status-publish","format-standard","hentry","category-forex-trading-3"],"_links":{"self":[{"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/posts\/1105","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/comments?post=1105"}],"version-history":[{"count":1,"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/posts\/1105\/revisions"}],"predecessor-version":[{"id":1106,"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/posts\/1105\/revisions\/1106"}],"wp:attachment":[{"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/media?parent=1105"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/categories?post=1105"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/mbscv.co.id\/index.php\/wp-json\/wp\/v2\/tags?post=1105"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}