{"id":17953,"date":"2025-06-27T11:48:04","date_gmt":"2025-06-27T08:48:04","guid":{"rendered":"https:\/\/psiloritis-chalet.com\/what-is-translation-exposure-definition-and-10\/"},"modified":"2025-06-27T11:48:04","modified_gmt":"2025-06-27T08:48:04","slug":"what-is-translation-exposure-definition-and-10","status":"publish","type":"post","link":"https:\/\/psiloritis-chalet.com\/el\/what-is-translation-exposure-definition-and-10\/","title":{"rendered":"What Is Translation Exposure Definition And Meaning 5"},"content":{"rendered":"<p>Economic Exposure Explained, With Mitigation Strategies<\/p>\n<p>The accounting policies adopted by a company can also impact its translation exposure. The choice of accounting method can affect the way assets and liabilities are valued, which in turn affects the translation process. For example, a company that uses the historical cost method to value its assets and liabilities will face different translation exposure than a company that uses the fair value method. In addition to analyzing financial statements, businesses should also consider their geographic exposure.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"607px\" alt=\"What Is Translation Exposure Definition And Meaning\" 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\"\/><\/p>\n<h2>Swaps<\/h2>\n<p>It might employ a small FX trading desk within the firm to help reduce exposure to adverse currency fluctuations. It occurs when a company has entered into a foreign currency transaction, such as exporting goods and receiving payment in a foreign currency or importing goods and paying in a foreign currency. In such cases, fluctuations in the exchange rate can result in changes in the value of the transaction. Under U.S. GAAP, monetary balances become transaction exposures and are required to reflect changes in value based on changes in currency rates in the FX gain\/loss line. On the other hand, non-monetary balance values are frozen in functional currency and therefore currency changes have no impact on them through the income statement.<\/p>\n<ul>\n<li>Translation exposure refers to the potential for fluctuating exchange rates to impact the value of a company&#8217;s assets and liabilities denominated in foreign currencies.<\/li>\n<li>While understanding and managing exchange rate risk is a subject of obvious importance to business owners,\u00a0investors should also be familiar with it because of the huge impact it can have on their holdings.<\/li>\n<li>Currency risk and translation exposure are significant challenges for companies operating in multiple countries.<\/li>\n<li>Its relevance of it is particularly evident in today&#8217;s interconnected global economy.<\/li>\n<li>The time horizon over which a company is exposed to translation risk is another factor to consider.<\/li>\n<li>By expanding into new markets or diversifying your product offerings, you can reduce your dependence on any one currency or market.<\/li>\n<\/ul>\n<h2>What Is the Main Purpose of Economic Exposure Management?<\/h2>\n<p>If the Euro were to strengthen or weaken <a href=\"https:\/\/www.intuit-payroll.org\/what-is-translation-exposure-definition-and\/\">What Is Translation Exposure Definition And Meaning<\/a> against the US dollar (USD), the impact on their financial position is now limited to EUR 20,000. Any loss or gain on its translation exposure will then be offset by a corresponding gain or loss on its forward contract. It&#8217;s important to note that the gain or loss on the forward contract is of a cash-flow nature while is netted against an unrealised translation loss.<\/p>\n<h2>cumulative exposure n\u2014<\/h2>\n<p>In this section, we will discuss various strategies for managing translation exposure. The balance sheet method is one of the simplest ways to measure translation exposure. This method is easy to understand and implement, making it a popular choice for many companies. Transaction exposure is the risk that a company&#8217;s foreign currency transactions will lose value due to changes in exchange rates. Finally, operating exposure concerns the impact of exchange rate fluctuations on a company&#8217;s long-term competitiveness. Transaction exposure concerns the impact of exchange rate fluctuations on a company&#8217;s foreign currency transactions.<\/p>\n<p>If the value of the Euro decreases relative to the US Dollar, the company will receive fewer US Dollars for its exports, resulting in a loss. On the other hand, if the value of the Euro increases relative to the US Dollar, the company will receive more US Dollars for its exports, resulting in a gain. A U.S. pharmaceutical\u2014call it U.S.Med\u2014has a 10% stake in a fast-growing European company\u2014let\u2019s call it EuroMax.<\/p>\n<p>By diversifying its operations across different countries and currencies, a company can reduce its exposure to currency fluctuations. For example, a US-based company that generates revenue from operations in Europe, Asia, and South America is less exposed to currency fluctuations than a company that generates all of its revenue in Europe. Transaction exposure focuses on the near-term impact of currency fluctuations, typically within the scope of individual transactions or contracts.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"604px\" alt=\"What Is Translation Exposure Definition And Meaning\" 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Rate Risk: Economic Exposure<\/h2>\n<p>Identifying translation exposure is a critical step in managing currency risk in international transactions. By analyzing financial statements, evaluating business activities, and considering hedging strategies, businesses can reduce the impact of exchange rate fluctuations on their financial performance. With careful planning and monitoring, businesses can successfully navigate the challenges of currency risk in the global marketplace. Translation exposure is a type of foreign exchange risk faced by multinational corporations that have subsidiaries operating in another country. Simply put, the more assets or liabilities the company has that are denominated in a foreign currency, the greater the translation risk.<\/p>\n<h2>How To Reduce?<\/h2>\n<p>Sensitivity analysis involves examining the impact of various exchange rate scenarios on a company&#8217;s financial performance. This method involves creating different scenarios, such as a 10% increase or decrease in exchange rates, and then calculating the impact on a company&#8217;s financial statements. This method is less precise than the other methods discussed above, but it provides valuable insights into a company&#8217;s translation exposure. Regression analysis is a statistical method that can be used to measure translation exposure. This method involves analyzing the historical relationship between exchange rate fluctuations and a company&#8217;s financial performance.<\/p>\n<p>It arises from fluctuations in the exchange rate between two currencies in a foreign transaction, such as the sale or purchase of goods or services. One purpose of international business strategies is to minimize transaction exposure. The first step in managing currency risk is to understand the nature and extent of your exposure. This involves identifying which currencies you are exposed to, the size of your exposure, and the impact that exchange rate movements could have on your business. By conducting a thorough analysis of your exposure, you can develop a more targeted approach to managing currency risk.<\/p>\n<p>Slower shutter speeds (exposing the medium for a longer period of time), greater lens apertures (admitting more light), and higher-luminance scenes produce greater exposures. The risks of operating or economic exposure can be alleviated either through operational strategies or currency risk mitigation strategies. If the EUR\/USD rate at the time of the transaction agreement was 1.20 then this means that 1 Euro can be exchanged for 1.20 USD. So, if the amount to be repatriated is 1,000 Euros then the company is expecting 1,200 USD.<\/p>\n<ul>\n<li>A stronger home currency can make exports more expensive, while a weaker home currency can make imports cheaper.<\/li>\n<li>In other words, it is the risk that a company&#8217;s foreign currency transactions will lose value due to changes in exchange rates.<\/li>\n<li>Any loss or gain on its translation exposure will then be offset by a corresponding gain or loss on its forward contract.<\/li>\n<li>For example, a long exposure refers to a single, long shutter cycle to gather enough dim light, whereas a multiple exposure involves a series of shutter cycles, effectively layering a series of photographs in one image.<\/li>\n<li>Exposure time is controlled in a camera by shutter speed, and the illuminance depends on the lens aperture and the scene luminance.<\/li>\n<\/ul>\n<h2>Contents<\/h2>\n<p>Therefore, companies consider it when evaluating the potential profitability, competitiveness, and risk of investments in different currencies and countries. However, several months later, the exchange rate has changed, and 1 Euro is now worth only 1.10 US Dollars. As a result, when Global Trading Inc. receives its 1 million Euros, it will only receive 1.1 million US Dollars. For example, a US-based company that exports goods to Europe and receives payment in Euros is exposed to transaction exposure.<\/p>\n<h2>Economic Exposure vs Accounting Exposure<\/h2>\n<p>While technology can significantly aid in monitoring and managing FX risks, complete automation might not be advisable due to the complex and often unpredictable nature of financial markets. In such cases, businesses might need to adopt more dynamic hedging strategies and stay informed about global events. For example, a British company with subsidiaries in Japan must convert its yen-denominated financial statements into pounds for reporting purposes.<\/p>","protected":false},"excerpt":{"rendered":"<p>Economic Exposure Explained, With Mitigation Strategies The accounting policies adopted by a company can also impact its translation exposure. The choice of accounting method can affect the way assets and liabilities are valued, which in turn affects the translation process. [&hellip;]<\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"inline_featured_image":false,"footnotes":""},"categories":[794],"tags":[],"class_list":["post-17953","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v20.7 (Yoast SEO v25.6) - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>What Is Translation Exposure Definition And Meaning 5 - Psiloritis Chalet<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/psiloritis-chalet.com\/el\/what-is-translation-exposure-definition-and-10\/\" \/>\n<meta property=\"og:locale\" content=\"el_GR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"What Is Translation Exposure Definition And Meaning 5\" \/>\n<meta property=\"og:description\" content=\"Economic Exposure Explained, With Mitigation Strategies The accounting policies adopted by a company can also impact its translation exposure. The choice of accounting method can affect the way assets and liabilities are valued, which in turn affects the translation process. 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