{"id":18291,"date":"2023-02-09T08:59:03","date_gmt":"2023-02-09T08:59:03","guid":{"rendered":"https:\/\/urgny.com\/?p=18291"},"modified":"2023-03-14T11:06:22","modified_gmt":"2023-03-14T11:06:22","slug":"bitcoin-cryptocurrency-calculator-and-converter","status":"publish","type":"post","link":"https:\/\/urgny.com\/index.php\/2023\/02\/09\/bitcoin-cryptocurrency-calculator-and-converter\/","title":{"rendered":"Bitcoin &#038; Cryptocurrency Calculator and Converter Tool"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"bitcoin miner\"\/><\/p>\n<p><p>In order to calculate your crypto taxes, you&#8217;ll need to keep track of all your transactions throughout the year and figure out what capital gains or losses you have on each transaction. For example, if you purchase 1 bitcoin for $10,000 and sell it for $15,000 six months later, you would have made $5,000 in profit. There are two ways in which you can calculate profit or loss on cryptocurrencies. Enter the Buy and Sell price of Bitcoin or any other cryptocurrency that you have selected. Buy Price is the price at which you got your Bitcoin and Sell Price is the price at which you sold or plan to sell your Bitcoin. Our Bitcoin Profit Calculator can be used to calculate profit\/loss for any cryptocurrencies, we suggest you bookmark this page.<\/p>\n<\/p>\n<p><p>Default inputs are preloaded with the latest Bitcoin difficulty target and Bitcoin mining hashrate for the best Bitcoin miner. The Bitcoin and cryptocurrency price calculator features the exchange rates of major digital currencies, such as BTC, ETH, LTC, XRP, and many others listed on CEX.IO. The prices are counted complying with the data represented on the Trade page. To conclude, a Bitcoin mining calculator can give you a much better idea about your potential to run a profitable mining operation.<\/p>\n<\/p>\n<p><p>Now you own digital assets and can trade, exchange or sell them as soon as the price is lucrative. As well, you could hold them in your well-secured CEX.IO wallet. It can be refilled with either virtual currencies or fiat currencies (government-controlled money like Euros, US dollars or British pounds, etc).<\/p>\n<\/p>\n<p><h2>How Can I Profit from Bitcoin?<\/h2>\n<\/p>\n<p><p><a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> revenue is based partially on the current difficulty to mine Bitcoins. Stay alert to advances in mining technology and efficiency to get a better idea of how the network\u2019s hash rate and difficulty may look down the line. From past experience, it usually goes up as time goes by (on average 0.4% per day).<\/p>\n<\/p>\n<p><p>This ensures that Bitcoin blocks are mined, on average, every 10 minutes. In other words, a  higher difficulty is indicative of more hash power on the network (i.e more or stronger miners are at work). The Bitcoin mining profitability results and mining rewards were calculated using the best BTC mining calculator with the following inputs. Along with the Bitcoin mining profitability, the list of top 5 ASIC Bitcoin miners is updated frequently.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">I had this which was caused by a browser extension. It was a Bitcoin price calculator that displayed every BTC value in USD on each site I visited. It probably used Google to calculate the value. Hence the unusual traffic that Google observed.<\/p>\n<p>&mdash; Patrick Kalinowski (@PatrickKalinows) <a href=\"https:\/\/twitter.com\/PatrickKalinows\/status\/1413272174140481541?ref_src=twsrc%5Etfw\">July 8, 2021<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p><p>Our  Profit Calculator is a simple calculation tool that you can bookmark and can help you no matter which cryptocurrency you want to calculate. Bitcoin market price is updated every three minutes and is automatically displayed in USD. CEX.IO offers a variety of products for trading, selling, and buying cryptocurrencies. What\u2019s more, we offer services featuring multiple options to earn with crypto.<\/p>\n<\/p>\n<p><p>Im going to <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">btc value calculator<\/a> in mining but im worried How much the income go lower in 6 month. Results will be displayed automatically in USD (to see the detailed calculation, click \u201cShow Details\u201d). The length of time you hold Bitcoin before its sale is important, however.<\/p>\n<\/p>\n<p><h2>Bitcoin Mining Calculator Inputs<\/h2>\n<\/p>\n<p><p>We have a plethora of other metrics that can inform you about the price of Bitcoin. You can easily assess the shifts of cryptocurrency markets available on CEX.IO on a Trade page. There you\u2019ll find the live price charts with Japanese candlesticks. Coinmama is a safe way to buy cryptocurrency using your credit card, debit card, or a bank transfer. The BTC lending rates highly depend on the current market conditions. In bull markets, the lending rates tend to go up due to the strong demand to borrow crypto in order to either short the market or leverage long certain positions.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 10px;'>\n<h3>US Government Transfers Over $1B In Bitcoin, Some Going To This Major Exchange: On-Chain Data &#8211; Coinbase &#8211; Benzinga<\/h3>\n<p>US Government Transfers Over $1B In Bitcoin, Some Going To This Major Exchange: On-Chain Data &#8211; Coinbase.<\/p>\n<p>Posted: Tue, 07 Mar 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMimQFodHRwczovL3d3dy5iZW56aW5nYS5jb20vbWFya2V0cy9jcnlwdG9jdXJyZW5jeS8yMy8wMy8zMTI2Mzk2OS91cy1nb3Zlcm5tZW50LXRyYW5zZmVycy1vdmVyLTFiLWluLWJpdGNvaW4tc29tZS1nb2luZy10by10aGlzLW1ham9yLWV4Y2hhbmdlLW9uLWNoYWluLWRhdGHSAS1odHRwczovL3d3dy5iZW56aW5nYS5jb20vYW1wL2NvbnRlbnQvMzEyNjM5Njk?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>The loans range in price from $500 to $500,000, and the repayment terms vary from a week to a year. We have the necessary licenses to operate in different countries around the globe. Thus, we make the crypto industry easily accessible for over 4 million customers. For instance, you can buy Ethereum with credit card via either a web version or mobile app.<\/p>\n<\/p>\n<p><h2>How to Calculate Crypto Gains\/Profit?<\/h2>\n<\/p>\n<p><p>In the Selling Crypto Price\u2019 field, enter the price of the cryptocurrency when you sold the crypto. In the \u2018Initial Crypto Price\u2019 field, enter the price of the cryptocurrency when you purchased the crypto. You can also use our Bitcoin price table above to check the latest Bitcoin price in major fiat and crypto currencies. Simply enter the amount of Bitcoin you wish to convert to USD and the conversion amount automatically populates.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"account\"\/><\/p>\n<p><p>It takes into account all relevant costs, such as hardware, electricity, and fees. When intending to convert a specific amount of Bitcoins to dollars or any other currency, it is essential to have the proper tools at hand. Each crypto exchange shows the different values of digital currencies based on the users\u2019 trading activity. So, keep in mind that the BTC price may vary depending on the source you check.<\/p>\n<\/p>\n<p><h2>comments on \u201cMining Calculator\u201d<\/h2>\n<\/p>\n<p><p>The second way is by looking at how much money you have made or lost in fiat currency. Finally, your profit or loss for your investment will be displayed in the screen. The most common way of converting BTC to USD is by using a Crypto Exchange or a P2P (person-to-person) exchange platform like LocalBitcoins, etc. Needs to review the security of your connection before proceeding. This service offers users an Annual Percentage Yield of up to 20% on 19 different digital currencies, and the ability to transfer funds in and out of their CEX.IO accounts without limitations. Pick BTC from the list of available digital currencies, and opt for the currency for which you want to buy crypto .<\/p>\n<\/p>\n<p><p>Choose one of three fill-or-kill orders or type the quantity you want to buy. The countdown will freeze the current price for 2 minutes, during which you can benefit from the current market price that has been frozen. If you want to trade BTC to EUR on a highly secure platform, CEX.IO can be a great choice. Crypto assets are at risk of losing substantial value within a short time period. To use our services, you need to enable JavaScript in your browser. Just type in how much BTC you would like to buy, and you immediately get a price estimate in your local currency.<\/p>\n<\/p>\n<ul>\n<li>This process requires an enormous amount of computing power, which is represented by the Bitcoin hashrate.<\/li>\n<li>Take time to learn about the team, product, and community behind each project before deciding where to invest.<\/li>\n<li>The best strategy to make profit with Bitcoin varies depending on each trader&#8217;s goals.<\/li>\n<li>Select the credit or debit card with which you want to buy virtual currency.<\/li>\n<\/ul>\n<p><p>You will need these funds to buy and sell digital currencies at CEX.IO. CEX.IO price calculator counts the price of all 80 virtual currencies listed on the platform. Furthermore, this tool is entirely user-friendly, and you can simply enter any amount of dollar and instantly convert it to BTC, and vice versa . In fact, not only it works as a BTC to USD converter, you can also choose a number of different currencies. To help you get started, we&#8217;ve even prepared several popular amounts and pairs! Click on these to see how easy it is to start investing in Bitcoin.<\/p>\n<\/p>\n<p><h2>Bitcoin Profit Calculator<\/h2>\n<\/p>\n<p><p>Most Bitcoin mining device manufacturers LTC provide a guide on how to configure the Bitcoin mining hardware. That being said, most ASIC miners require 220 volts or higher and at least 20 AMPs. You can check the Bitcoin miner specs to see the power requirements.<\/p>\n<\/p>\n<p><p>Now, all Bitcoin mining is done using an ASIC Bitcoin miner as it is no longer profitable to mine with a CPU, GPU or FPGA. When a Bitcoin miner finds the correct hash to solve the next Bitcoin block, the miner is rewarded with Bitcoin. This process requires an enormous amount of computing power, which is represented by the Bitcoin hashrate. In order to secure and validation transactions &#8211; Bitcoin miners are constantly trying to solve the next Bitcoin block. If you&#8217;re ever approached with an investment opportunity that promises high returns\u2014especially if it sounds too good to be true\u2014investigate further before handing over any money! It might seem counterintuitive at first glance, but it pays off in terms of your investments&#8217; success rate down the road.<\/p>\n<\/p>\n<p><p>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. Identifying perfect circumstances to sell crypto in order to make profit can be extremely difficult.<\/p>\n<\/p>\n<p><p>Mining Revenue is shown in USD based on the exchange rate at the time of calculation. Creative miners in cold areas can use the heat generated by miners to heat their houses in the winter. If the heat generated by miners will partly replace your normal heating costs, it can be another way to save money and improve your chances of profitability. Electric costs for cooling are yet another factor to consider, as miners generate significant heat during the mining process.<\/p>\n<\/p>\n<p><a href=\"ethereum price calculator usd\"><img 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' alt='https:\/\/www.beaxy.com\/exchange\/eth-usd\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'\/><\/a><\/p>\n<p><p>Once you have the Bitcoin mining hardware in hand, the last step is to configure each miner. Now that you know how much power capacity you have , you can determine how many miners you can run. In this case, it would be about 11 Bitmain Antminer S17+ at 2,920 watts per device.<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 10px;'>\n<h3>2023 Price Predictions Tool with the Bull Bitcoin, Cronos, and Big Eyes Coin &#8211; Hindustan Times<\/h3>\n<p>2023 Price Predictions Tool with the Bull Bitcoin, Cronos, and Big Eyes Coin.<\/p>\n<p>Posted: Wed, 15 Feb 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMijAFodHRwczovL3d3dy5oaW5kdXN0YW50aW1lcy5jb20vYnJhbmQtc3Rvcmllcy8yMDIzLXByaWNlLXByZWRpY3Rpb25zLXRvb2wtd2l0aC10aGUtYnVsbC1iaXRjb2luLWNyb25vcy1hbmQtYmlnLWV5ZXMtY29pbi0xMDE2NzY0NjYyNTE2NDUuaHRtbNIBkAFodHRwczovL3d3dy5oaW5kdXN0YW50aW1lcy5jb20vYnJhbmQtc3Rvcmllcy8yMDIzLXByaWNlLXByZWRpY3Rpb25zLXRvb2wtd2l0aC10aGUtYnVsbC1iaXRjb2luLWNyb25vcy1hbmQtYmlnLWV5ZXMtY29pbi0xMDE2NzY0NjYyNTE2NDUtYW1wLmh0bWw?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>As an investor, make sure you always do your research 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 DAI stablecoin supported the price of GHST for over two years. When you learn some hints and chart patterns, you\u2019ll easily understand different trading strategies and can even develop your own. After downloading the CEX.IO mobile app and signing in with your CEX.IO account, you can buy crypto.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"term\"\/><\/p>\n<p><p>The rates displayed by the calculator represent market exchange rates, and are provided for informational and estimation purposes only. They do not include any conversion fees or other charges applicable to a conversion or other transaction. The calculator may allow you to calculate exchanges of currencies currently not available through Coinmama. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions. Bitcoin Profit Calculator is nothing but a tool to simplify your tedious process of calculating how much profit or loss you make in each trade.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>In order to calculate your crypto taxes, you&#8217;ll need to keep track of all your transactions throughout the year and figure out what capital gains or losses you have on each transaction. For example, if you purchase 1 bitcoin for $10,000 and sell it for $15,000 six months later, you would have made $5,000 in [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[158],"tags":[],"class_list":["post-18291","post","type-post","status-publish","format-standard","hentry","category-crypto-news"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/posts\/18291","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/comments?post=18291"}],"version-history":[{"count":1,"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/posts\/18291\/revisions"}],"predecessor-version":[{"id":18292,"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/posts\/18291\/revisions\/18292"}],"wp:attachment":[{"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/media?parent=18291"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/categories?post=18291"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/urgny.com\/index.php\/wp-json\/wp\/v2\/tags?post=18291"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}