{"id":90411,"date":"2021-10-01T16:57:04","date_gmt":"2021-10-01T16:57:04","guid":{"rendered":"http:\/\/ampnvolt.com.my\/?p=90411"},"modified":"2022-09-20T19:13:36","modified_gmt":"2022-09-20T19:13:36","slug":"different-types-of-securities-dealt-with-in-the","status":"publish","type":"post","link":"http:\/\/ampnvolt.com.my\/?p=90411","title":{"rendered":"Different types of securities dealt with in the capital market iPleaders"},"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;\">Contents<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">In which year bombay stock exchange started trading in securities?<\/a><\/li>\n<li><a href=\"#toc-1\">Stock or Inventory<\/a><\/li>\n<li><a href=\"#toc-2\">Income Tax Filing<\/a><\/li>\n<li><a href=\"#toc-3\">Example to Calculate Quick Ratio<\/a><\/li>\n<li><a href=\"#toc-4\">Different types of Assets:<\/a><\/li>\n<li><a href=\"#toc-5\">How Do You Interpret a Quick Ratio?<\/a><\/li>\n<\/ul>\n<\/div>\n<p>If these securities and\/or debt are anticipated to be converted into cash within one year, they are listed at their current market value, in the Current Assets section of the balance sheet. If they are not trading securities, they are listed as Non-Current Assets. Before investing in money market securities, it is better to look into yield curve of securities traded in the market. A yield curve is the one, which shows the return available for securities having different maturities.<\/p>\n<ul>\n<li>Companies that are rapidly expanding might require a higher ratio to finance investments or expand operations.<\/li>\n<li>A low turnover ratio might signify slow sales coupled with excessive inventory levels.<\/li>\n<li>Assets may include investments, machinery, vehicles, inventory, patents, royalties, real estate, and more.<\/li>\n<li>The financial manager of a large multinational company Jax Ltd., is studying the firm\u2019s cash management.<\/li>\n<li>This strategy leads to reduction of overall cost of funds because the total amount spent on flotation is only Rs. 1,00,000 against Rs. 2,00,000 under Option 1.<\/li>\n<\/ul>\n<p>It can be used at various levels such as personal, group, organization, government, or to entire cities\/countries. Net worth in the business of an organization describes the financial health of the organization, it is equal to the difference between the value of all its assets and all its liabilities which can easily be found out using the formula for net worth. The net worth formula is explained below along with solved examples. Is that the quick ratio only includes assets that can convert into cash in 90 days or less.<\/p>\n<h2 id=\"toc-0\">In which year bombay stock exchange started trading in securities?<\/h2>\n<p>It also does not represent true residual ownership because preferred shareholders usually do not participate in earnings growth by receiving higher dividends, as common shareholders do. The task of financial managers, who become involved with marketable securities either full-time or part-time, consists of three issues. First, managers must understand the detailed characteristics of different short-term investment opportunities. Second, managers must understand the markets in which those investment opportunities are bought and sold. Third, managers must develop a strategy for deciding when to buy and sell marketable securities, which securities to hold, and how much to buy or sell in each transaction.<\/p>\n<ul>\n<li>Such securities, often forms of debt or fixed-income securities, are usually purchased and sold only through private transactions or at the over-the-counter market.<\/li>\n<li>This is because certain assets, such as inventory, are more difficult to liquidate quickly or may be difficult to sell at the same value or relative to it, i.e., in a situation where the asset is not subject to a substantial discount.<\/li>\n<li>Shri Baruas yet another objection is that the Appellant had not contested the finding of fact made by the Adjudicating Officer in its pleading is contrary to the facts.<\/li>\n<li>Therefore viewed from the legal angle it is clear that the Appellant is covered under rule 2 .<\/li>\n<li>This interest may be paid upon maturity of the security or in periodic instalments .<\/li>\n<\/ul>\n<p>According to the published reports, starting with an asset base of Rs. 25 crores in 1964, the industry has grown exponentially to Rs. 90, 587 crores at the end of March 2001. This itself indicates the importance of mutual fund industry and the need to protect the interest of unit holders of mutual funds. Therefore, <a href=\"https:\/\/1investing.in\/how-input-output-ratio-of-materials-can-be-used-as\/\">input output ratio<\/a> having regard to the object and purpose underlying the SEBI Act, and the relevant Rules and the Regulations, the expression securities need be given a meaningful interpretation. The reach of the definition of the word security under section 2 of the SCR Act being an inclusive definition is very wide.<\/p>\n<h2 id=\"toc-1\">Stock or Inventory<\/h2>\n<p>Contingent claim securities are  securities that give the holder a claim upon another asset, contingent upon the holder\u2019s meeting certain contract conditions. Although there are many types of contingent claim securities, the three most popular kinds of investments today are options, warrants, <a href=\"https:\/\/1investing.in\/\">https:\/\/1investing.in\/<\/a> and convertible securities. \u2022 Explain different types of securities available for investments. Marketable securities have a marketable value, one which is subject to potentially volatile fluctuations in line with changing levels of security demand in the trading marketplace.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What are the 3 types of marketable securities?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Marketable securities are financial instruments that you can trade or convert into cash easily. Examples of marketable securities include Treasury bills, certificates of deposit, and bonds.<\/p>\n<\/div><\/div>\n<\/div>\n<p>The common stockholders are the risk takers; they own a portion of the firm that is not guaranteed, and they are last in line with claims on the company\u2019s assets in the event of a bankruptcy. In return for taking this risk, they share in the growth of the firm because the growth in the value of the company accrues to the common shareholders. The company may make a periodic cash payment called a cash dividend to the common stockholders. Cash dividends are commonly paid to shareholders on a quarterly basis, but they may be paid annually, irregularly, or even not at all.<\/p>\n<h2 id=\"toc-2\">Income Tax Filing<\/h2>\n<p>Debt securities can be secured or unsecured, and with collateral, they can be contractually prioritized over other unsecured subordinated bonds in the event of bankruptcy. As per regulation 2 unit means the interest of the unit holders in a scheme, which consists of each unit representing one undivided share in the assets of a scheme . The second step in the process of designing the strategy is the extent to which the firm should take risk while investing in securities. In other words, in stage one, we have identified the amount available for investments but we haven\u2019t specified the nature of investments.<\/p>\n<p>Patna High Courts decision in Arjun Vs. Central Bank of India 34 ILR 8) was cited in support of this contention. While suggesting that the transactions is a mortgage or in the alternative a pledge, the Id. Counsel was found anxious to canvass in its letter and spirit, going beyond the literary meaning of the clauses.<\/p>\n<h2 id=\"toc-3\">Example to Calculate Quick Ratio<\/h2>\n<p>Although a company\u2019s investment operations may generate negative cash flow, this does not always imply hurting the firm. The company\u2019s cash flow might be impacted by purchasing property, plant, and equipment, but these assets will help produce revenue growth in the long run. Undoubtedly, a liquid asset is a thing of future economic benefit to a firm that can be easily exchanged for cash. If you are an owner of a firm or are responsible for the finances, make sure your company has enough net liquid assets to tackle every possible situation. Liquid assets are generally accounted for Receivables, marketable securities and cash that can be converted readily to cash at their estimated current value.<\/p>\n<p>In contrast, the current ratio includes all assets you can convert to cash within one year. Because it deliberately ignores more liquid items such as inventory, the quick ratio can be considered more conservative than the current ratio. The net balance of cash moving in and out of a firm at a certain time is referred to as cash flow. Positive cash flow shows that a corporation  is bringing in more money than spending. Net liquid assets are important as a firm constantly requires cash to meet obligations.<\/p>\n<p>ClearTax offers taxation &#038; financial solutions to individuals, businesses, organizations &#038; chartered accountants in India. ClearTax serves 1.5+ Million happy customers, 20000+ CAs &#038; tax experts &#038; 10000+ businesses across India. Investments and their strategies have inherent risks, leading to financial loss and asset depreciation. However, before making any financial commitments, consult a professional investment advisor. If you intend to gather more knowledge and clear your doubts, you can comment on this article, and we&#8217;ll be glad to assist you. All investments have inherent risks, and financial loss and asset depreciation are possible.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Is inventory A marketable securities?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Inventory is included in the current assets calculation and would therefore be included in the calculation of the liquidity ratios favored by banks. It is not, however, properly included with marketable securities.<\/p>\n<\/div><\/div>\n<\/div>\n<p>The money market gives a considerable amount of liquidity to all participants in financial market. Companies and government entities that find themselves temporarily short of cash can raise funds quickly by issuing money market instruments. Investors who have cash to invest for short periods of time can invest in money market instruments that will provide them with a return while not committing their funds for long periods. In the domestic markets too, several firms have incurred huge loss during the last few years and many of them have taken a public stand in the companies annual general body meeting that they will not excessively deal in the securities market. In 1992 securities scam, many companies, particularly public sector companies had incurred huge loss in their dealings in government securities. Nevertheless, many companies are willing to deal in marketable securities at different levels.<\/p>\n<h2 id=\"toc-5\">How Do You Interpret a Quick Ratio?<\/h2>\n<p>A corporation can invest capital in short-term marketable securities to enhance profits. Cash ratio measures company\u2019s total cash and cash equivalents relative to its current liabilities. This ratio indicates the ability of the company to meet its short-term debt obligations using its most liquid assets.<\/p>\n<p>Concerning ownership, bearer securities prior to digitization were always split. Each security represents a separate asset that is legally separated from the other securities on the same issue. It is a financial instrument whose value depends on another underlying financial instrument or another underlying promise or contract. It is called a derivative because its value is derived from another promise, contract, or financial instruments such as a stock or bond. In the past, derivatives have been used to ensure a balanced exchange rate for internationally traded commodities. International traders needed an accounting system to lock various home currencies at a particular exchange rate.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"marketable securities examples\"\/><\/p>\n<p>Stock exchanges are more organised than the money market, which primarily operates over phones. The quick ratio and current ratio are both formulated to measure the ability of a company or business to pay for its current liabilities i.e. to measure company\u2019s short term liquidity. Although they both have similar functions to measure Company\u2019s financial health, they are slightly different. The quick ratio is considered a more conservative ratio than the current ratio. The difference between the two ratios is that the quick ratio focuses on the liquid assets and gives a better picture how well a company can pay its debt easily without needing any additional financing. It explains how the company could survive if all its obligations are paid.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Contents In which year bombay stock exchange started trading in securities? Stock or Inventory Income Tax Filing Example to Calculate Quick Ratio Different types of Assets: How Do You Interpret a Quick Ratio? If these securities and\/or debt are anticipated to be converted into cash within one year, they are listed at their current market [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[973],"tags":[],"_links":{"self":[{"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=\/wp\/v2\/posts\/90411"}],"collection":[{"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=90411"}],"version-history":[{"count":1,"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=\/wp\/v2\/posts\/90411\/revisions"}],"predecessor-version":[{"id":90412,"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=\/wp\/v2\/posts\/90411\/revisions\/90412"}],"wp:attachment":[{"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=90411"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=90411"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/ampnvolt.com.my\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=90411"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}