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width=\"258px\" alt=\"what is a basis point in percentage\"\/><\/p>\n<p><p>Financial institutions use the prime rate as the interest rate they charge their best customers, and they use SOFR to set interest rates for some business and consumer loans. In order for traders and lenders to be more precise about interest rates, they often talk in terms of basis points rather than percentages. If the Fed increased interest rates from 4.75% to 5.25%, you could say that interest rates rose 50 basis points.<\/p>\n<\/p>\n<p><h2>BPS to Percentage Conversion Table<\/h2>\n<\/p>\n<p><p>A bond whose yield increases from 5% to 5.5% is said to increase by 50 basis points. Interest rates that have risen by 1% are said to have increased by 100 basis points. The word basis in the term basis point comes from the base move between two percentages, or the spread between two interest rates. Since the changes recorded are usually narrow, and because small changes can have outsized outcomes, the basis is a fraction of a percent. Since one basis point is always equal to 1\/100th of 1%, or 0.01%, basis points can&nbsp;eliminate the ambiguity demonstrated by the example above and create a universal measurement that can be applied to the yields of any bond. The increase from 10% is either 50 basis points (which is 10.5%) or 500 basis points (which is 15%).<\/p>\n<\/p>\n<p><p>You\u2019ll also see or hear basis points cited when people are talking about things like savings accounts, interest-bearing checking accounts, certificates of deposit (CDs) and money market accounts. Basis points are often used to describe a change in value with regard to these instruments. But whereas a rise in basis points is bad for borrowers, it\u2019s good for savers.<\/p>\n<\/p>\n<p><h2>Understanding Basis Points (BPS)<\/h2>\n<\/p>\n<p><p>Within the finance industry, it is the norm to discuss interest rates in terms of basis points rather than percentages, especially regarding smaller figures. Using bps can be more convenient and reduce the chance of misinterpretations, as the expression is an absolute figure and is thus easier to understand than a small percentage. It helps avoid confusion when dealing with small <a href=\"https:\/\/turbo-tax.org\/mortgage-payment-relief-during-covid\/\">mortgage payment relief during covid<\/a> numbers, such as when calculating percentage changes in yields, spreads, or interest rates. You\u2019ll often find them in news coverage or conversations around financial topics, such as changes in interest rates, and political polls and in scientific data. In July, the federal reserve raised the federal funds rate by 25 basis points, meaning it raised the rate by 0.25 of a percentage point.<\/p>\n<\/p>\n<p><h2>Price Value of a Basis Point (PVBP)<\/h2>\n<\/p>\n<p><p>Changes in credit spreads, therefore, measured in basis points, impact bond prices inversely. When credit spreads widen and there&#8217;s an increase in basis points, bond prices generally fall because investors demand higher yields to compensate for the increased risk. A basis point is 1\/100th of 1% and is commonly used to indicate interest rates or changes in rates in bonds and other financial instruments.<\/p>\n<\/p>\n<p><p>The term &#8220;basis point&#8221; has its origins in trading the &#8220;basis&#8221; or the spread between two interest rates. Since the basis is usually small, these are quoted multiplied up by 10,000, and hence a &#8220;full point&#8221; movement in the &#8220;basis&#8221; is a basis point. To convert basis points into percentages, divide the basis point figure by 100. So, if you\u2019re talking about 250 basis points, you can divide 250 by 100 to get 2.50 percent.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"252px\" alt=\"what is a basis point in percentage\"\/><\/p>\n<p><p>They also are frequently used in the context of credit card rates, Treasury bonds and many other corners of the world of finance. Beyond markets, they\u2019re very often used to describe percentage amounts even for non-financial purposes. Basis points are a unit of measure used in finance to express percentage change. If, for example, the Fed hiked interest rates from 4% to 4.5%, you could say borrowing rates rose 0.5 percentage points or 50 basis points. By expressing the percentage in the form of basis points, the incremental changes, such as the spread on bond yields, are easier to discuss, and the probability of misinterpretation is reduced.<\/p>\n<\/p>\n<ol>\n<li>Basis points can also generally be used as part of risk management techniques.<\/li>\n<li>Using basis points rather than percentages allows for more precise communication about the difference between two interest rates.<\/li>\n<li>Thus, your earnings grew by 1,937.50 ($15.50 x 125 BPS), and your investment is now worth 21,937.50 ($20,000+ $1,937.50).<\/li>\n<li>Therefore, this compensation may impact how, where and in what order products appear within listing categories, except where prohibited by law for our mortgage, home equity and other home lending products.<\/li>\n<li>As with the prime rate, SOFR can make a difference in how much you pay in interest for certain lending products.<\/li>\n<li>Financial institutions use the prime rate as the interest rate they charge their best customers, and they use SOFR to set interest rates for some business and consumer loans.<\/li>\n<\/ol>\n<p><p>For example, if the credit spread of a company&#8217;s bond widens from 100 basis points to 150 basis points, it suggests that investors perceive an increase in the company&#8217;s credit risk. This change in perception can be due to various factors including the deteriorating financial health of the issuer or unfavorable market conditions. Basis points, otherwise known as&nbsp;bps or bips, are a unit of measure used in finance to describe the percentage change in the value of financial instruments or the rate change in an index or other benchmark. It is common practice in the financial industry to use basis points to denote a rate change in a financial instrument, or the difference (spread) between two interest rates, including the yields of fixed-income securities. Raising the federal funds rate is the Fed\u2019s primary tool to combat inflation because it raises interest rates on lending products, including mortgages and auto loans, for consumers.<\/p>\n<\/p>\n<p><p>BPS and PVBP are just two of the ways in which you can evaluate different investment options. You may consult a qualified financial advisor to guide you in making more informed investment decisions. Basis points can also be used to measure the performance of an investment relative to a benchmark.<\/p>\n<\/p>\n<p><p>Describing interest rates, spreads, and yields in terms of basis  points tends to be more precise, as the implications of such minor changes can often be significant on the economy or instrument in question. Oftentimes, traders will use basis points to refer to the change in value of a security or when comparing the rates on different securities. For example, you may hear the term used when yields on <a href=\"https:\/\/www.adprun.net\/what-is-backflush-detailed-guide\/\">what is backflush detailed guide<\/a> corporate bonds and treasury securities are compared.<\/p>\n<\/p>\n<p><p>Typically, the movement of interest rates for savings accounts and other accounts that pay interest\u2014rates expressed as annual percentage yield, or APY\u2014aligns with the movement of the federal funds rate. So, if the FOMC hikes the federal funds rate, the APY for a high-yield savings account might rise 75 basis points, from 4.25% to 5.00%. Basis points are used as a convenient unit of measurement in contexts where percentage differences of less than 1% are discussed. The most common example is interest rates, where differences in interest rates of less than 1% per year are usually meaningful to talk about. For example, a difference of 0.10 percentage points is equivalent to a change of 10 basis points (e.g., a 4.67% rate increases by 10 basis points to 4.77%).<\/p>\n<\/p>\n<p><p>Since interest rates don\u2019t affect the stock market directly, changes in stock prices are referred to in dollars and cents. Two words\u2014basis points\u2014are the key to measuring increases and decreases in interest rates. Changes in interest rates affect the mortgage you take out to purchase a home, the loan you get to buy a car and the amount of interest a bank or credit union pays on a savings account.<\/p>\n<\/p>\n<p><p>For example, a federal funds rate target of 0.25 percent is equal to a target of 25 basis points. Likewise, an annual fee of 75  basis points is the same as 0.75 percent of the portfolio\u2019s value. They provide a more reliable and consistent measurement of changes, rather than ratios of the percentage change in terms of movement.<\/p>\n<\/p>\n<p><p>Our work has been directly cited by organizations including Entrepreneur, Business Insider, Investopedia, Forbes, CNBC, and many others. This may influence which products we review and write about (and where those products appear on the site), but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research. Our partners cannot pay us to guarantee favorable reviews of their products or services. Therefore, it may not even matter the number of basis points; for risk management, the key part is understanding the direction in which basis points are aggregating. Risk managers use basis points to monitor these spreads and adjust their credit exposure accordingly.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Financial institutions use the prime rate as the interest rate they charge their best customers, and they use SOFR to set interest rates for some business<span class=\"excerpt-hellip\"> [\u2026]<\/span><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[302],"tags":[],"class_list":["post-8735","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/posts\/8735","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=8735"}],"version-history":[{"count":1,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/posts\/8735\/revisions"}],"predecessor-version":[{"id":8736,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/posts\/8735\/revisions\/8736"}],"wp:attachment":[{"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=8735"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=8735"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=8735"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}