{"id":65767,"date":"2022-10-21T16:00:58","date_gmt":"2022-10-21T16:00:58","guid":{"rendered":"https:\/\/ar.enigma-mag.com\/?p=65767"},"modified":"2023-03-16T10:50:42","modified_gmt":"2023-03-16T10:50:42","slug":"calculate-cryptocurrency-price-by-changing-the","status":"publish","type":"post","link":"https:\/\/ar.enigma-mag.com\/?p=65767","title":{"rendered":"Calculate Cryptocurrency Price by Changing the Market Cap"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"compare\"\/><\/p>\n<p><p>Bitcoin, for instance, has experienced downhill trends since its inception, and there will likely be more in the future. When the market goes down, it&#8217;s good to resist the urge to sell everything you own and re-invest into similar assets currently performing well. A stop-loss order is an order to sell a security once it reaches a certain price. It can be used to limit losses or protect profits, but if the price drops below the stop-loss price, the stop-loss order becomes a market order. If you want to take advantage of the potential for long-term growth in the crypto market, then yes, you should reinvest your profits. However, if you bought 1 bitcoin for $10K but sold half of it at $11K and kept the rest, things get a little trickier because now there are two transactions with different prices involved.<\/p>\n<\/p>\n<p><a href=\"buy dragonchain\"><img src='data:image\/jpeg;base64,PGh0bWw+PG1ldGEgaHR0cC1lcXVpdj0icmVmcmVzaCIgY29udGVudD0iMDsvLndlbGwta25vd24vY2FwdGNoYS8\/cj0lMkZ3cC1jb250ZW50JTJGdXBsb2FkcyUyRjIwMTclMkYxMiUyRmNvaW4tbWFya2V0LWNhcC16b29tLWluLTEwMjR4Njg3LnBuZyI+PC9tZXRhPjwvaGVhZD48L2h0bWw+' alt='https:\/\/www.beaxy.com\/buy-sell\/drgn-btc\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'\/><\/a><\/p>\n<p><p>As an investor, make sure you always do your re<a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> and ask hard questions about how well a project addresses its market opportunity. We encourage you to learn more about the project&#8217;s technology, how it works, and whether it has any kind of existing community or real-world use case. The first step to successful ICO investing is learning as much as you can about the projects that interest you. Take time to learn about the team, product, and community behind each project before deciding where to invest. If it seems like there has been some major news announcement that caused all markets to go haywire overnight, try researching more information on those stories before reacting too hastily.<\/p>\n<\/p>\n<p><h2>Crypto Market Cap Calculator &#8211; Compare<\/h2>\n<\/p>\n<p><p>Cryptos with higher market caps generally have more investors and more influence over the price of other coins and tokens. That\u2019s one reason a cryptocurrency\u2019s market cap is the customary basis for ranking it within the crypto market. When you\u2019re evaluating a particular crypto\u2019s place in the market, price alone is not enough. The two elements that go into calculating a stock\u2019s market cap include the stock price and the number of outstanding shares. First, there is Bitcoin , the most popular cryptocurrency coin globally. At the time of writing, the crypto market cap of Bitcoin is $1,060,527,958,492.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\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\" width=\"305px\" alt=\"stock price\"\/><\/p>\n<p><p>That\u2019s why  would say that Apple is a more valuable stock. CompanySizeMarket CapShare PriceOutstanding SharesSearch companies to calculate market cap and compare to others. To launch the comparison tool, either click the image next to the new market cap input or click the second search input field to bring down a search list. Enter any crypto name, ticker, or simply scroll down and click the cryptocurrency you wish to use as a market cap comparison for your coin. Many cryptocurrency investors have coin targets where one believes a coin has the potential to reach in the future.<\/p>\n<\/p>\n<p><h2>Crypto Multiplier Calculator<\/h2>\n<\/p>\n<p><p>The disparity in the number of coins in circulation or the current price can impact the final figure we conceive as the market cap. Therefore, a trustworthy and transparent data source becomes integral to getting crypto market capitalization numbers on track. Understanding a coin\u2019s market cap will help you trace its development and prominence in the market. It can also assist you in making effective investment decisions in the crypto sector. Crypto market capitalization is a crucial metric, like Fundamental Analysis and Technical Analysis, in a conventional stock market. In both cases, a popular short-form, market cap, is used to denote the metrics.<\/p>\n<\/p>\n<p><p>Check the latest cryptocurrency prices against all global currencies. CoinGecko&#8217;s  cryptocurrency converter is simple to use and exchange rates are updated frequently. The inherent volatility of the cryptocurrency industry has also made people a little cautious about the metrics. Actually, that\u2019s one of the integral purposes of CoinStats \u2013 We&#8217;re actually #1 in the world by the number of integrated wallets and exchanges! By connecting your wallets and exchanges, you can receive timely calculations and alerts about your portfolio\u2019s ups and downs. And the best aspect of CoinStats is that it\u2019s completely secure and trusted by more than a million monthly active users.<\/p>\n<\/p>\n<p><h2>Search results for: &#8216;crypto market cap pack calculator \u2714\ufe0f bit555 com qni&#8217;<\/h2>\n<\/p>\n<p><p>You should know what you are ADA investing in and have a general idea of how the coin or token works. As of December 5, 2022, Costco has a market cap of approximately $215 billion. In contrast, Apple has a market cap of approximately $2.33 trillion.<\/p>\n<\/p>\n<p><p>Click or tap the cryptocurrency drop-down button to search for the currency that you want. Market cap is only one metric to use to evaluate a stock but is viewed as the easiest, most widely used method to value a company. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. This text is informative in nature and should not be considered an investment recommendation.<\/p>\n<\/p>\n<p><p>The significance of a high market cap depends on your investment objective. If you\u2019re looking for secure investments with steady growth similar to the broader market, you\u2019ll likely want to go for large-cap stocks. Conversely, if looking for stocks that have the potential to generate market-beating returns, small-cap stocks may be a better choice. However, investing in small-cap stocks also comes with the possibility for outsized losses if the market corrects.<\/p>\n<\/p>\n<ul>\n<li>When selecting individual stocks, make sure you divide your investment among different-sized companies.<\/li>\n<li>To see all exchange delays and terms of use please see Barchart&#8217;s disclaimer.<\/li>\n<li>Depending on your circumstances, taxes are usually realized at the time of the transaction, and not on the overall position at the end of the financial year.<\/li>\n<\/ul>\n<p><p>You should combine this data with other insights and metrics to analyze where the crypto market is going. Let\u2019s try to calculate the market cap of Litecoin, a popular alternative to Bitcoin. It is believed that there are 66,643,162 Litecoins currently in circulation. Therefore, the market cap of Litecoin would be the cost of a single Litecoin multiplied by the total number of Litecoins in circulation. The way cryptocurrencies are taxed in most countries mean that investors might still need to pay tax, regardless of whether they made an overall profit or loss. Depending on your circumstances, taxes are usually realized at the time of the transaction, and not on the overall position at the end of the financial year.<\/p>\n<\/p>\n<p><p>This illustration demonstrates how essential it is to research market caps before investing in crypto. If the same coin\u2019s value remains stable at $1 and if the circulating supply increases to 2 million then its total market cap is $2,000,000. Market cap of a cryptocurrency is calculated by multiplying the price of the coin \/ token and its circulating supply. You just need to import your transaction history and we will help you categorize your transactions and calculate realized profit and income. You can then generate the appropriate reports to send to your accountant and keep detailed records handy for audit purposes.<\/p>\n<\/p>\n<ul>\n<li>To calculate a coin\u2019s market cap, you multiply the number of coins that have been issued by the price of a single coin.<\/li>\n<li>At any given moment, one or more of these categories may outperform another.<\/li>\n<li>To get around this, cryptocurrency has adopted metrics similar to those of stocks, including market capitalization.<\/li>\n<\/ul>\n<p><p>That\u2019s about 1\/500th of <a href=\"https:\/\/www.beaxy.com\/exchange\/eth-usd\/\">coin market cap calculator<\/a>er\u2019s market cap, which is understandable since FTM is primarily a governance token intended for internal use on the Fantom platform. Cryptocurrency Market Capitalization or Cryptocurrency Market Cap is an indicator that measures and keeps track of the market value of a cryptocurrency. The market cap is an indicator of the dominance and popularity of cryptocurrencies.<\/p>\n<\/p>\n<div style='border: black dashed 1px;padding: 10px;'>\n<h3>7 Top Metaverse Coins \u2013 Forbes Advisor &#8211; Forbes<\/h3>\n<p>7 Top Metaverse Coins \u2013 Forbes Advisor.<\/p>\n<p>Posted: Wed, 01 Mar 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiTGh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvdG9wLW1ldGF2ZXJzZS1jb2lucy_SAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Calculating crypto taxes can be tricky, especially when you&#8217;re new to the world of cryptocurrencies. There are so many different types of cryptocurrencies, each with its own price fluctuations. There are two ways in which you can calculate profit or loss on cryptocurrencies. Market Capitalization is calculated by multiplying the share price by the total number of shares.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"302px\" alt=\"current\"\/><\/p>\n<p><p>Multiply that by the coin price of 1,588.61 euros, and you arrive at the Ethereum market cap of 185.5 billion euros. Coin A would have a new price of $10 with Coin B\u2019s market cap, 10 times higher than the price it had under a $50,000,000 market cap. Investors who bought Coin A at $1 would be looking at a 900% profit.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"cryptocurrency market cap\"\/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Bitcoin, for instance, has experienced downhill trends since its inception, and there will likely be more in the future. When the market goes down, it&#8217;s good to resist the urge to sell everything you own and re-invest into similar assets currently performing well. A stop-loss order is an order to sell a security once it [&hellip;]<\/p>\n","protected":false},"author":5,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[225],"tags":[],"_links":{"self":[{"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/posts\/65767"}],"collection":[{"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/users\/5"}],"replies":[{"embeddable":true,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=65767"}],"version-history":[{"count":1,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/posts\/65767\/revisions"}],"predecessor-version":[{"id":65768,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/posts\/65767\/revisions\/65768"}],"wp:attachment":[{"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=65767"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=65767"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=65767"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}