{"id":57381,"date":"2020-09-07T23:13:52","date_gmt":"2020-09-07T22:13:52","guid":{"rendered":"https:\/\/www.9avril.ma\/?p=57381"},"modified":"2022-05-08T18:48:44","modified_gmt":"2022-05-08T17:48:44","slug":"business-finance","status":"publish","type":"post","link":"https:\/\/www.9avril.ma\/?p=57381","title":{"rendered":"Business Finance"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;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\">Effect Of Operating And Financing Leverage On Firm&#8217;s Risk<\/a><\/li>\n<li><a href=\"#toc-1\">Operating Leverage Depends On The Nature Of The Business<\/a><\/li>\n<li><a href=\"#toc-2\">What Is Operating Leverage With Example?<\/a><\/li>\n<li><a href=\"#toc-3\">Search Results For Financial Leverage Deals With\u3010\u8c37\u6b4cseo<\/a><\/li>\n<li><a href=\"#toc-4\">How Should A Company Be Raising Capital?<\/a><\/li>\n<li><a href=\"#toc-5\">What Is Leverage In Finance?<\/a><\/li>\n<li><a href=\"#toc-6\">What Is The Main Disadvantage Of Financial Leverage?<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"financial leverage deals with\"\/><\/p>\n<p>Often, the approach is employed when there is a very good chance at success and that success can be significantly increased in terms of a return by augmenting existing resources with others that are borrowed for the short term. As with any type of financial growth strategy, it is a good idea to investigate the potential outcomes of any financial leveraging strategy before engaging the strategy. This means looking at worst case scenarios as well as what gains could be achieved under the best of circumstances.<\/p>\n<ul>\n<li>Stand out and gain a competitive edge as a commercial banker, loan officer or credit analyst with advanced knowledge, real-world analysis skills, and career confidence.<\/li>\n<li>Such conditions may force the company to offer discounts or lower prices to achieve sales targets.<\/li>\n<li>In order to disclose possible structural differences, regression models were carried out by splitting the sample into the type of industries, investors and firm size.<\/li>\n<li>If the fixed costs exceed the amount of variable costs, a company is considered to have high operating leverage.<\/li>\n<li>Capital structure is the mix of sources of capital used in financing business operations.<\/li>\n<\/ul>\n<p>Studying capital structure decisions around large acquisitions allows us to provide unique insights into these decisions. First, it enables us to determine the role of leverage targets in financing decisions that can radically alter a firm&#8217;s capital structure. Second, analyzing post-acquisition changes to a bidder&#8217;s capital structure after debt-financed large acquisitions allows us to provide evidence on whether bidders actively rebalance their capital structures subsequent to these acquisitions. Fama and French show that new equity issues for stock-financed mergers are now more frequent than are seasoned equity offerings. Thus, studying the method of financing used for acquisitions broadly sheds light on firms\u2019 capital structure decisions. The degree of operating leverage is used to measure sensitivity of a change in operating income resulting from change in sales.<\/p>\n<h2 id=\"toc-0\">Effect Of Operating And Financing Leverage On Firm&#8217;s Risk<\/h2>\n<p>These same tenets apply to every leverage decision, far beyond the movie world. AIM stands for \u201cMercato Alternativo del Capitale,\u201d which is a multilateral trading facility dedicated to small and medium-sized Italian companies with high growth potential regulated and managed by Borsa Italiana. Regression models based on the OLS method require several assumptions to be tested. Gauss-Markov theorem states that OLS returns are the best linear unbiased estimator without autocorrelation and heteroskedasticity. Correlation among independent variables is also an essential factor to avoid multicollinearity. Complex.The financial instruments involved, such as subordinated mezzanine debt, are more complex. This complexity calls for additional management time and involves various risks.<\/p>\n<p>Similarly, the use of additional debt can raise the profitability of a firm , but more debt means more risk. Striking a balance\u2014between risk and profitability\u2014that will maintain the long-term value of a firm\u2019s securities is the task of finance.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"255px\" alt=\"financial leverage deals with\"\/><\/p>\n<p>Financial leverage deals with the amount of debt in the capital structure of the company and therefore the number of interest expenses and whether a company is capable enough to meet these expenses. Operating leverage is a percentage of the fixed costs a business incurs and is used to determine the number of goods that must be sold to break even, and also profit levels from individual sales. Learn about the definition of operating leverage, and practice using the formula for calculating it with real-world examples. Bidders have an incentive to pay with stock when their shares are overvalued, but target firms should be reluctant to accept such overvalued payment. In a sample of 2978 acquisitions, we find that stock payment is readily accepted only when the bidder can justify the financing decision in terms of such economic fundamentals as optimal capital structure. Yet even when the fundamentals justify stock payment, paying with cash is common. In that way, firms can preclude paying with undervalued stock and are more likely to experience positive long-term excess returns.<\/p>\n<h2 id=\"toc-1\">Operating Leverage Depends On The Nature Of The Business<\/h2>\n<p>A degree of financial leverage is a leverage ratio that measures the sensitivity of a company\u2019s earnings per share to fluctuations in its operating income, as a result of changes in its capital structure. Since interest is usually a fixed expense, leverage magnifies returns and EPS. Total liabilities ratio and profitability show negative and statistically significant relationships with corporate value; on the contrary, the financial debt ratio and companies&#8217; size positively influence firm value. Therefore, the firm\u2019s value is enhanced if the firms obtain bank credit. Such a connection could be plausible since market investors perceive bank credit as a positive signal, guaranteeing its financial and operating performance. Banks do not grant credit to firms unless they ensure paying back the debt. However, this could also be the other way round; banks lend large SMEs with higher market capitalization.<\/p>\n<ul>\n<li>Similarly, the use of additional debt can raise the profitability of a firm , but more debt means more risk.<\/li>\n<li>Further supporting static trade-off theory and the concept of target leverage, we show that the higher a bidder&#8217;s ex ante bankruptcy risk, the more it reduces its leverage deviation following the acquisition.<\/li>\n<li>Are the dummies for the sector and the presence of private investors, respectively.<\/li>\n<li>The uncertainty of achieving a certain level of sales, and thus breaking even, can be referred to as business risk.<\/li>\n<\/ul>\n<p>LITERATURE REVIEW The relationship of operating leverage and financial leverage with the variability of a firm&#8217;s profit has been widely discussed in finance literature. As a theory of financial market behavior, the CAPM states only a necessary equilibrium relationship between the prices of securities given their stochastic characteristics over a period of time.<\/p>\n<h2 id=\"toc-2\">What Is Operating Leverage With Example?<\/h2>\n<p>Furthermore, the study tests the pecking order theory and the trade-off theory using the threshold model to see whether firms are under or over-indebted. The analysis is carried out on panel data from small-medium enterprises , providing more valuable insights than large and mature companies.<\/p>\n<p>Furthermore, focusing on listed SMEs offers some advantages to our study. Private SMEs can be considered a black box in terms of information availability and disclosure. Conversely, due to the substantial transparency in equity markets, publicly traded SMEs are often viewed as of higher quality. SMEs must pass specific standards set by financial markets and regulatory authorities to disclose more information as a publicly traded SME (Kenourgios et al., 2019). SMEs play a crucial role in knowledge spillover, technology transfer and fostering innovations; such features contribute to a higher degree of informational asymmetry than large firms. BambooForest February 22, 2011 Any business dealing involving buying another company&#8217;s assets, be they debt, mortgage, or capital, can be tricky. Risky form of finance.Debt is a source of funding that can help a business grow more quickly.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"financial leverage deals with\"\/><\/p>\n<p>However, out of the 128 companies listed, only 83 presented financial data for the study period. We further cleaned the data set; we excluded <a href=\"https:\/\/simple-accounting.org\/a-guide-to-financial-leverage-2\/\">financial leverage deals with<\/a> firms lacking information. The final sample comprises 35 SMEs for four years, creating a balanced panel of 140 observations.<\/p>\n<h2 id=\"toc-3\">Search Results For Financial Leverage Deals With\u3010\u8c37\u6b4cseo<\/h2>\n<p>The hotels showed modest contribution of DOL and DFL to the riskiness of the firms . Across all three industries, however, the contribution of DOL and DFL in explaining firm riskiness increased from 1990 and 1991. When the economy is booming, a high DOL may boost a firm\u2019s profitability.<\/p>\n<ul>\n<li>In the vast majority of cases, over many decades, this structure has been positive and transformative to the buyer.<\/li>\n<li>On the other hand, a consulting company has fewer fixed assets such as equipment and would, therefore, have low operating leverage.<\/li>\n<li>Business operating risk shows you the uncertainty about future operating profits.<\/li>\n<li>In most cases, the provider of the debt will put a limit on how much risk it is ready to take and indicate a limit on the extent of the leverage it will allow.<\/li>\n<li>Therefore, the market player positively interprets a high financial debt ratio.<\/li>\n<\/ul>\n<p>There would be sure some interest amount that would be required to be paid on the money borrowed. But if the returns from the investment are greater than the interest amount, borrowing of money would still be a worthy deal. Leverage, in general, can defined as any technique that is used to multiply gains and losses. By this definition the use of leverage creates risk, and thus will always necessitate a tradeoff between risk and return. As in any situation of this sort, added risk can produce benefits for a firm, but it can also lead to detrimental consequences. Break-even analysis tells a company how much it needs to sell in order to pay for an investment.<\/p>\n<h2 id=\"toc-4\">How Should A Company Be Raising Capital?<\/h2>\n<p>This paper establishes that credit ratings affect the choice of payment method in mergers and acquisitions. We find that bidders holding a high rating level are more likely to use cash financing in a takeover. We attribute this finding to lower financial constraints and enhanced capability of highly rated firms to access public debt markets as implied by their higher credit quality. Further supporting the concept of target leverage, we show that acquirers are more likely to engage in a leverage-increasing acquisition transaction if their target debt ratio also increases as a result of the transaction. In fact, on average acquirers incorporate more than two-thirds of the change to the merged firm&#8217;s new target leverage through the structure of the acquisition financing. Ultimately, the regression models implemented highlight how, to varying degrees and intensity, the total debt ratio always, ceteris paribus, reduces the market value. On the contrary, an increase in the financial debt ratio positively impacts the stock market value.<\/p>\n<p>Therefore, poor managerial decisions can affect a firm\u2019s operating level by leading to lower sales revenues. Managers use operating leverage to calculate a firm\u2019sbreakeven pointand estimate the effectiveness of pricing structure.<\/p>\n<p>The calculation below clearly shows the effect of having debt in the capital. The table shows two options of financing, one by equity only and another by debt and equity. A fixed cost is a cost that does not change with an increase or decrease in the amount of goods or services produced or sold.<\/p>\n<p>After this point, pretty much every cup of coffee you sell if 90% profit and 10% cost. But it\u2019ll take a lot of leverage to get there, and therefore there is always the risk you\u2019ll go out of business before you make it to your 111,111th cup of coffee. You\u2019re want to beat out the competition on price, so you sell your coffees pretty low at $1.00\/coffee. As you can see, your variable cost is only 10% of the overall revenue. After being in business for one year, you have spent a total of $100,000 acquiring the fixed assets you need . The ratio between fixed costs and variable costs has a high impact on the overall risk incurred by a business operation. Break-even analysis helps to provide a dynamic view of the relationships between sales, costs and profits.<\/p>\n<p>Ratio analysis is used to compare a firm\u2019s performance with that of other firms in the same industry or with the performance of industry in general. It is also used to study trends in the firm\u2019s performance over time and thus to anticipate problems before they develop. Short-term financial operations are closely involved with the financial planning and control activities of a firm. These include financial ratio analysis, profit planning, financial forecasting, and budgeting. This paper investigates whether mega deals tend to improve their debt structure during the takeover process. By analysing 1,719 M&#038;A deals in United States announced between 1986, and 2018, we find that mega deals do tend to experience larger leverage change and debt change during the takeover process. Furthermore, our study shows that mega deals with larger leverage change are more likely to perform better in the short run, while no significant difference is found for the long-run performance.<\/p>\n<p>Suppose we are given the information about two companies, one is funded only with equity capital and one with debt and equity capital. Assets are $100 ($100 of oil), there are no liabilities, and assets minus liabilities equals owners&#8217; equity. The notional amount is $100 <a href=\"https:\/\/simple-accounting.org\/\">https:\/\/simple-accounting.org\/<\/a> ($100 of oil), there are no liabilities, and there is $100 of equity, so notional leverage is 1 to 1. The volatility of the equity is equal to the volatility of oil, since oil is the only asset and you own the same amount as your equity, so economic leverage is 1 to 1.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Effect Of Operating And Financing Leverage On Firm&#8217;s Risk Operating Leverage Depends On The Nature Of The Business What Is Operating Leverage With Example? Search Results For Financial Leverage Deals With\u3010\u8c37\u6b4cseo How Should A Company Be Raising Capital? What Is Leverage In Finance? What Is The Main Disadvantage Of Financial Leverage? Often, the approach &hellip;<\/p>\n","protected":false},"author":14,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[70],"tags":[],"class_list":["post-57381","post","type-post","status-publish","format-standard","hentry","category-linfo-des-dernieres-24h"],"_links":{"self":[{"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/posts\/57381","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/users\/14"}],"replies":[{"embeddable":true,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=57381"}],"version-history":[{"count":1,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/posts\/57381\/revisions"}],"predecessor-version":[{"id":57382,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/posts\/57381\/revisions\/57382"}],"wp:attachment":[{"href":"https:\/\/www.9avril.ma\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=57381"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=57381"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=57381"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}