{"id":75192,"date":"2026-01-19T17:42:53","date_gmt":"2026-01-19T17:42:53","guid":{"rendered":"https:\/\/labs.tinkle.es\/reporting\/repsol\/?p=75192"},"modified":"2026-01-19T18:16:52","modified_gmt":"2026-01-19T18:16:52","slug":"dual-currency-deposit-explained-2025-rates-and-how-3","status":"publish","type":"post","link":"https:\/\/labs.tinkle.es\/reporting\/repsol\/2026\/01\/19\/dual-currency-deposit-explained-2025-rates-and-how-3\/","title":{"rendered":"Dual Currency Deposit Explained: 2025 Rates And How It Works 34747 Options &amp; Derivatives Trading"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Leverage Risk<\/a><\/li>\n<li><a href=\"#toc-1\">Declining Volatility Affects Your Options Prices<\/a><\/li>\n<li><a href=\"#toc-2\">How Long Should I Paper Trade Options Before Using Real Money?<\/a><\/li>\n<li><a href=\"#toc-3\">Options Strategies<\/a><\/li>\n<li><a href=\"#toc-4\">For The Phenomenal Times<\/a><\/li>\n<li><a href=\"#toc-6\">Binomial Tree Pricing Model<\/a><\/li>\n<\/ul>\n<\/div>\n<p>It\u2019s a smart way to limit potential losses while maintaining the upside potential of your investments. Hedging is like having an insurance policy for your investments. If your trade goes well, you could see significant returns. The potential for profit is huge, but so is the risk of loss. It amplifies your buying power, giving you the ability to make larger trades than your cash balance would normally allow.<\/p>\n<div style=\"justify-content: center\"><\/div>\n<h2 id=\"toc-0\">Leverage Risk<\/h2>\n<p>While it isn\u2019t really that difficult to understand the basics, some aspects of options trading and the strategies you can use are a lot more complicated. However, options trading is widely considered to be high risk, and it\u2019s certainly possible to make significant losses. With any form of investing, your capital is ultimately at risk to <a href=\"https:\/\/uk.advfn.com\/newspaper\/advfnnews\/78233\/iqcent-review-a-comprehensive-look-at-its-features-and-opportunities\">https:\/\/uk.advfn.com\/newspaper\/advfnnews\/78233\/iqcent-review-a-comprehensive-look-at-its-features-and-opportunities<\/a> some degree as soon as you invest it, and options trading is no different.<\/p>\n<ul>\n<li>In options trading, risk never disappears, but the right strategy and data can put you in control.<\/li>\n<li>This can be done with several objectives in mind, such as trying to capture a profit or protecting your portfolio against risk.<\/li>\n<li>If you think a stock might soar, then you might buy calls, while if you think it might plummet, you could buy puts.<\/li>\n<\/ul>\n<h3 id=\"toc-1\">Declining Volatility Affects Your Options Prices<\/h3>\n<div style=\"text-align:center\"><\/div>\n<p>This means that options with longer expirations are less sensitive to delta changes. Gamma is higher for ATM options and lower for ITM or OTM options, increasing as expiration nears. Gamma\u00a0(\u0393) represents the rate of change between an option&#8217;s\u00a0delta \u00a0and the underlying asset&#8217;s price.<\/p>\n<div style=\"text-align:center\"><\/div>\n<h3 id=\"toc-2\">How Long Should I Paper Trade Options Before Using Real Money?<\/h3>\n<ul>\n<li>If you sell (write) options, there\u2019s always the chance of early assignment, especially around ex-dividend dates or when an option is deep in the money.<\/li>\n<li>The majority of the time, holders choose to take their profits by trading out (closing out) their position.<\/li>\n<li>Traders use them to take short-term positions with predefined risk.<\/li>\n<li>In this article, we dive into the volatile waters of options trading, exploring the risks that can turn dreams into cautionary tales.<\/li>\n<\/ul>\n<p>A less common usage of an option&#8217;s delta is the current probability that it&#8217;ll expire\u00a0ITM. For example, let&#8217;s assume an investor is long a call option with a delta of 0.50. Delta of a\u00a0call option\u00a0has a range between zero and one, while the delta of a\u00a0put option\u00a0has a range between zero and negative one.<\/p>\n<h2 id=\"toc-3\">Options Strategies<\/h2>\n<ul>\n<li>Options are financial contracts that give the holder the right to buy or sell a financial instrument at a specific price for a certain period of time.<\/li>\n<li>Options help define risk in advance, adapt to varying market conditions, and support flexible strategies.<\/li>\n<li>But because the down payment locked in a predetermined price, the buyer pays $400,000.<\/li>\n<li>The relationship between Delta, strike price, and the stock\u2019s current price isn\u2019t linear, it\u2019s parabolic.<\/li>\n<li>You can manage your cookie settings at any time.<\/li>\n<\/ul>\n<p>Opposite to call options, a put gives the holder the right, but not the obligation, to sell the underlying stock at the strike price on or before expiration. Naked options\u2014selling a call or a put without owning the underlying stock or collateral\u2014represent the maximum risk exposure <a href=\"https:\/\/uk.advfn.com\/newspaper\/advfnnews\/78233\/iqcent-review-a-comprehensive-look-at-its-features-and-opportunities\">iqcent broker<\/a> in options trading. Mastering these measures allows traders to select contracts that align with their market outlook\u2014whether they are capitalizing on time decay or betting on volatility swings. While the market is flooded with complex options strategies, beginners should start with defined-risk trades that are focused  either on generating small, consistent income or on protecting existing stock holdings.<\/p>\n<h2 id=\"toc-4\">For The Phenomenal Times<\/h2>\n<div style=\"text-align:center\"><\/div>\n<p>Understanding where the breakeven point lies is the cornerstone of any options trade analysis. Options trading requires specific brokerage approval due to the leverage and risks involved. Understanding the interplay between buying and selling these contracts forms the basis for every complex strategy you might encounter later. If you anticipate a stock price rise, you would typically buy a call or sell a put; if you expect a drop, you would buy a put or sell a call.<\/p>\n<p><img class=\"aligncenter\" style=\"margin-left:auto;margin-right:auto\" 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\" width=\"306px\" alt=\"options trading risks explained\" \/><\/p>\n<ul>\n<li>Therefore, if stock XYZ increases or decreases by $1, the call option&#8217;s delta would increase or decrease by 0.10.<\/li>\n<li>While you control a large position with a small premium, a small unfavorable price movement can wipe out your entire investment.<\/li>\n<li>Strategies are often used to engineer a particular risk profile to movements in the underlying security.<\/li>\n<li>Spread strategies can be characterized by their payoff or visualizations of their profit-loss profile, such as bull call spreads\u00a0or iron condors.<\/li>\n<\/ul>\n<p>We paid $3 ($300) for this option, therefore we will see a net profit on this trade of $500 ($800-$300). Our 160 strike price put is therefore in the money by $8 ($800). When you sell a stock, you want to sell it for as much value as you can. To determine our net profit, we simply subtract this premium paid of $3 from the amount the option is in-the-money by ($5), giving us a net profit of $2.<\/p>\n<h2 id=\"toc-6\">Binomial Tree Pricing Model<\/h2>\n<p><img class=\"aligncenter\" style=\"margin-left:auto;margin-right:auto\" 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width=\"309px\" alt=\"options trading risks explained\" \/><\/p>\n<p>It\u2019s also advisable that, before you actually get started, you also understand some of the downsides to trading options and the risks involved. The <a href=\"https:\/\/tradersunion.com\/brokers\/binary\/view\/iqcent\/iqcent-profile-details\/\">https:\/\/tradersunion.com\/brokers\/binary\/view\/iqcent\/iqcent-profile-details\/<\/a> platform is optimized specifically for options strategies, with a focus on premium selling. Their options trading charges $0 base fee plus $0.65 per contract, matching competitors\u2019 pricing while maintaining a user-friendly interface. While primarily known for CFDs and spread betting in Europe, IG provides comprehensive US stock options trading with competitive variable spreads. According to analysis of retail options traders, approximately 75% of options held to expiration expire worthless.<\/p>\n<div style=\"border: black solid 1px;padding: 11px\">\n<h3>Measuring options risk: Delta, gamma, theta, and vega (and rho) &#8211; Britannica<\/h3>\n<p>Measuring options risk: Delta, gamma, theta, and vega (and rho).<\/p>\n<p>Posted: Fri, 07 Apr 2023 00:38:47 GMT <a href=\"https:\/\/news.google.com\/rss\/articles\/CBMieEFVX3lxTE94Wk9kTXh1aTlpSkItQ2VyWXQ5cnV0MjBJMHEyamVDQXRkQ25qSzJ0d0gwS2RvY0RSVGNGU3dlMHdZLWtnNmUwNHZMbm5tdmUtV1g5RVNnNUw4RTdDN3ViYnp1NWN4bFRreWJodGJoRFFtd0FSalJrZQ?oc=5\" rel=\"nofollow\">source<\/a><\/p>\n<\/div>\n<p>But what if, in the last two seconds of trading, a wave of buy orders comes in, sending AAPL to $170.15? This poses a risk for short-call positions. This figure tells us the expected move of an underlying security over a certain time frame. Let\u2019s now explore the other half of extrinsic value \u2013 implied volatility. We just learned above about time decay.<\/p>\n<ul>\n<li>This allows you to experience different market conditions (bull, bear, volatile) without losing capital.<\/li>\n<li>A financial option is a contract between two counterparties with the terms of the option specified in a term sheet.<\/li>\n<li>A put option gives you the right to sell the underlying stock at the strike price before expiration.<\/li>\n<li>Over-the-counter options (OTC options, also called &quot;dealer options&quot;) are traded between two private parties and are not listed on an exchange.<\/li>\n<li>The issuer may grant an option to a buyer as part of another transaction (such as a share issue or as part of an employee incentive scheme), or the buyer may pay a premium to the issuer for the option.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Content Leverage Risk Declining Volatility Affects Your Options Prices How Long Should I Paper Trade Options Before Using Real Money? Options Strategies For The Phenomenal Times Binomial Tree Pricing Model It\u2019s a smart way to limit potential losses while maintaining the upside potential of your investments. Hedging is like having an insurance policy for your [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[2500],"tags":[],"acf":[],"_links":{"self":[{"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/posts\/75192"}],"collection":[{"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/comments?post=75192"}],"version-history":[{"count":1,"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/posts\/75192\/revisions"}],"predecessor-version":[{"id":75193,"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/posts\/75192\/revisions\/75193"}],"wp:attachment":[{"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/media?parent=75192"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/categories?post=75192"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/labs.tinkle.es\/reporting\/repsol\/wp-json\/wp\/v2\/tags?post=75192"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}