{"id":10669,"date":"2022-05-19T14:21:44","date_gmt":"2022-05-19T14:21:44","guid":{"rendered":"https:\/\/foxbeau.in\/foxbeau\/?p=10669"},"modified":"2023-03-10T15:45:50","modified_gmt":"2023-03-10T15:45:50","slug":"bitcoin-mining-calculator-btc-mining-calculator","status":"publish","type":"post","link":"https:\/\/foxbeau.in\/foxbeau\/bitcoin-mining-calculator-btc-mining-calculator\/","title":{"rendered":"Bitcoin Mining Calculator BTC Mining Calculator"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"profitable\"\/><\/p>\n<p><p>Our BTC mining calculator makes it simple and easy to quickly see Bitcoin mining profitability based on hashrate, power consumption, and costs. Default inputs are preloaded with the latest Bitcoin difficulty target and Bitcoin mining hashrate for the best Bitcoin miner. Most accurate Bitcoin mining calculator trusted by millions of crypto miners since May 2013.<\/p>\n<\/p>\n<p><p>Crypto assets are at risk of losing substantial value within a short time period. Finally, the trading platform should only be chosen after careful consideration. There are numerous options in the space and current crypto regulations remain lax. If historical data is indicative, this suggests it might be wise to take some money off the table after explosive BTC bull runs.<\/p>\n<\/p>\n<p><h2>Bitcoin (BTC) Profit Calculator and ROI Calculator<\/h2>\n<\/p>\n<p><p>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. Using below table, you can check how profitable it is to mine selected altcoins in comparison to ethereum classic.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">According to the site, this calculator uses the current market price of Bitcoin to estimate your rate of return over a set time period.<\/p>\n<p>&mdash; Ralph Mendoza, EA (@CryptoTaxesGuy) <a href=\"https:\/\/twitter.com\/CryptoTaxesGuy\/status\/1629133626104336384?ref_src=twsrc%5Etfw\">February 24, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p><p>The Bitcoin mining information is updated continually with the current block mining information. This information is used as the default inputs for the BTC mining calculator along with the default hashrate and wattage specs from the best ASIC Bitcoin miner. To estimate the profitability of investing in Bitcoin, a wide array of variables needs to be considered. Factors include price slippage, transaction fees as well as deposit and withdrawal fees.<\/p>\n<\/p>\n<p><h2>Bitcoin investment calculator<\/h2>\n<\/p>\n<p><p>Take time to learn about the team, product, and community behind each project before deciding where to invest. Another important factor when investing in crypto is diversification. Don&#8217;t put all your eggs in one basket, ETC and don&#8217;t invest more than you can afford to lose. 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. If you&#8217;re just looking to make a quick buck and get out, then no, you don&#8217;t need to reinvest your profits. Click or tap the cryptocurrency drop-down button to search for the currency that you want.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\"><a href=\"https:\/\/twitter.com\/hashtag\/ETH?src=hash&amp;ref_src=twsrc%5Etfw\">#ETH<\/a> hits an all-time high as 2.0 nears! <a href=\"https:\/\/twitter.com\/coinbase?ref_src=twsrc%5Etfw\">@coinbase<\/a>  launches crypto tax calculator. <a href=\"https:\/\/twitter.com\/hashtag\/btc?src=hash&amp;ref_src=twsrc%5Etfw\">#btc<\/a> price surges on institutional demand. Analysts warn of bitcoin pullback. <a href=\"https:\/\/twitter.com\/binance?ref_src=twsrc%5Etfw\">@binance<\/a>  launches a DeFi mining pool to help users earn crypto rewards. <a href=\"https:\/\/t.co\/7xpOca7NA8\">pic.twitter.com\/7xpOca7NA8<\/a><\/p>\n<p>&mdash; FADO Go (@fado_go) <a href=\"https:\/\/twitter.com\/fado_go\/status\/1629487398684876803?ref_src=twsrc%5Etfw\">February 25, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p><p>When you see the rooms full of <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">bitcoin calculater<\/a> and what not, this is all part of a largescale or industrial operation where they are mining several BTC per day. It\u2019s still possible to make a profit from Bitcoin mining if you have the right hardware and low enough electricity costs. However, today mining as a hobby is almost non-existent due to the fierce competition in this field.<\/p>\n<\/p>\n<p><h2>Useful Tools<\/h2>\n<\/p>\n<p><p>This service comes in handy in case you\u2019re going to keep crypto on your account for some time. Staking allows you to get extra earnings without additional efforts. Even if you trade or withdraw them, the reward will be calculated and credited to your CEX.IO balance at the end of the staking period. Now BNB you own digital assets and can trade, exchange or sell them as soon as the price is lucrative. It also suggests that buying Bitcoin during extreme dips can be profitable if investors are prepared to weather out short-term volatility. As with all investing, past performance is never a reliable indicator of future returns.<\/p>\n<\/p>\n<ul>\n<li>Insufficient cooling may impair your mining operation or even lead to irreparable damage in the hardware.<\/li>\n<li>Even if you trade or withdraw them, the reward will be calculated and credited to your CEX.IO balance at the end of the staking period.<\/li>\n<li>When a Bitcoin miner finds the correct hash to solve the next Bitcoin block, the miner is rewarded with Bitcoin.<\/li>\n<li>In July 2010, Bitcoin developer Gavin Andresen has highlighted a source code rule that imposed a 0.01 BTC minimum transaction fee.<\/li>\n<\/ul>\n<p><p>Therefore, in order for Bitcoin to keep its security, a fee market must develop as a financial supplement for miners. Some resources collect and show an average rate from all crypto exchanges. Therefore, the price could vary from one platform to another, and it\u2019s important to check it on the place where you decide to trade virtual currency. For example, when trading on CEX.IO you can use our Bitcoin to USD calculator.<\/p>\n<\/p>\n<p><h2>Is Bitcoin mining still profitable?<\/h2>\n<\/p>\n<p><p>These things may not seem important at first glance\u2014but they could determine whether your investment pays off or burns. By keeping these seven tips in mind, you can set yourself up for success as a crypto investor. 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!<\/p>\n<\/p>\n<p><p>We have a plethora of other metrics that can inform you about the <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> 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.<\/p>\n<\/p>\n<p><h2>Read the best crypto stories of the day in less than 5 minutes.<\/h2>\n<\/p>\n<p><p>You should also create a portfolio of different coins or tokens so that if one project performs poorly, there will be others that still have the potential for growth. Being prepared for a rollercoaster ride will help you navigate that uncertainty with confidence and find success in the long term. When you&#8217;re investing in cryptocurrency, it is essential to do your research. You should know what you are investing in and have a general idea of how the coin or token works. If you want to take advantage of the potential for long-term growth in the crypto market, then yes, you should reinvest your profits.<\/p>\n<\/p>\n<p><a href=\"how much are bitcoins worth\"><img 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' alt='https:\/\/www.beaxy.com\/exchange\/btc-usd\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'\/><\/a><\/p>\n<p><p>Whenever a transaction is sent, miners demand for an arbitrary amount of bitcoin fractions so that they add that specific transaction in the next block. We also show the latest fee estimate in US Dollars\/transaction in the list below. To calculate the fees per transaction, we consider that the average Bitcoin transaction is about bytes big. This site keeps a record of how Bitcoin transaction fees evolve over time. Assuming you\u2019re using the Antminer S17 on June 2019 it would take 531 days to mine a full Bitcoin with the Antminer S17.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>How do I calculate profit?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Profit is revenue minus expenses. For gross profit, you subtract some expenses. For net profit, you subtract all expenses. Gross profits and operating profits are steps on the road to net profits.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>CEX.IO Widget will be helpful for <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">bitcoin calculater<\/a>-related businesses and those merchants who accept crypto payments. Also, if you have a blog highlighting events in the digital industry, this widget can be a nice supportive element. It allows your site visitors to track the accurate BTC price at any time.<\/p>\n<\/p>\n<ul>\n<li>The first is by looking at the value of your holdings and comparing it with the price at which you bought them.<\/li>\n<li>The first step to successful ICO investing is learning as much as you can about the projects that interest you.<\/li>\n<li>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.<\/li>\n<li>Technical analysis helps to trade on crypto and traditional markets effectively.<\/li>\n<\/ul>\n<p><p>Enter your Bitcoin mining hashrate, power consumption in watts, and costs. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase stock outright in DCG. Transaction fees are included with your bitcoin transaction in order to have your transaction processed by a miner and confirmed by the Bitcoin network. The space available for transactions in a block is currently artificially limited to 1 MB in the Bitcoin network. This means that to get your transaction processed quickly you will have to outbid other users.<\/p>\n<\/p>\n<p><p>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 . As the market is full of possibilities, traders tend to keep pace to buy crypto cheaper and to sell it for a more lucrative price. XRP\u2019s price has been seeing moderate gains despite a general cryptocurrency market pullback.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"set\"\/><\/p>\n<p><p>It might seem counterintuitive at first glance, but it pays off in terms of your investments&#8217; success rate down the road. 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. The first is by looking at the value of your holdings and comparing it with the price at which you bought them. 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. In the Selling Crypto Price\u2019 field, enter the price of the cryptocurrency when you sold the crypto.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 10px;'>\n<h3>Bitcoin Profit Calculator \u2013 Forbes Advisor &#8211; Forbes<\/h3>\n<p>Bitcoin Profit Calculator \u2013 Forbes Advisor.<\/p>\n<p>Posted: Tue, 21 Feb 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiUmh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvYml0Y29pbi1wcm9maXQtY2FsY3VsYXRvci_SAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Members of the task force have worked to \u201ccounter Russian sanctions evasion,\u201d which included illicit crypto transactions and money laundering schemes. CoinStats is equipped with a top-quality security infrastructure designed to ensure maximum protection of assets at all times. Since we ask for read-only access only, your holdings are perfectly safe under any conditions. To increase the chances of solving a Bitcoin block, you can join a pool of other miners all working together to solve a block. At this point you should determine your available power capacity in wattage at the location where you&#8217;ll be mining. The Bitcoin hashrate is number of possible solutions being generated per second.<\/p>\n<\/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=\"302px\" alt=\"block reward\"\/><\/p>\n<p><p>Im going to invest in mining but im worried How much the income go lower in 6 month. If that space is being left blank, then nothing is being factored in. Your best bet is to find a valid number to put in there \u2013 even if it\u2019s just for speculation purposes so that you can get a solid idea of what the final figure will be.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Our BTC mining calculator makes it simple and easy to quickly see Bitcoin mining profitability based on hashrate, power consumption, and costs. Default inputs are preloaded with the latest Bitcoin difficulty target and Bitcoin mining hashrate for the best Bitcoin miner. Most accurate Bitcoin mining calculator trusted by millions of crypto miners since May 2013. Crypto assets are at risk of losing substantial value within a short time period. Finally, the trading platform should only be chosen after careful consideration. There are numerous options in the space and current crypto regulations remain lax. If historical data is indicative, this suggests it might be wise to take some money off the table after explosive BTC bull runs. Bitcoin (BTC) Profit Calculator and ROI Calculator 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. Using below table, you can check how profitable it is to mine selected altcoins in comparison to ethereum classic. According to the site, this calculator uses the current market price of Bitcoin to estimate your rate of return over a set time period. &mdash;&hellip; <a class=\"read-more-link\" href=\"https:\/\/foxbeau.in\/foxbeau\/bitcoin-mining-calculator-btc-mining-calculator\/\">Read More<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[668],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v19.3 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\r\n<title>Bitcoin Mining Calculator BTC Mining Calculator - Foxbeau Shopping Website<\/title>\r\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\r\n<link rel=\"canonical\" href=\"https:\/\/foxbeau.in\/foxbeau\/bitcoin-mining-calculator-btc-mining-calculator\/\" \/>\r\n<meta property=\"og:locale\" content=\"en_US\" \/>\r\n<meta property=\"og:type\" content=\"article\" \/>\r\n<meta property=\"og:title\" content=\"Bitcoin Mining Calculator BTC Mining Calculator - Foxbeau Shopping Website\" \/>\r\n<meta property=\"og:description\" content=\"Our BTC mining calculator makes it simple and easy to quickly see Bitcoin mining profitability based on hashrate, power consumption, and costs. Default inputs are preloaded with the latest Bitcoin difficulty target and Bitcoin mining hashrate for the best Bitcoin miner. Most accurate Bitcoin mining calculator trusted by millions of crypto miners since May 2013. Crypto assets are at risk of losing substantial value within a short time period. Finally, the trading platform should only be chosen after careful consideration. There are numerous options in the space and current crypto regulations remain lax. If historical data is indicative, this suggests it might be wise to take some money off the table after explosive BTC bull runs. Bitcoin (BTC) Profit Calculator and ROI Calculator 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. Using below table, you can check how profitable it is to mine selected altcoins in comparison to ethereum classic. 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Default inputs are preloaded with the latest Bitcoin difficulty target and Bitcoin mining hashrate for the best Bitcoin miner. Most accurate Bitcoin mining calculator trusted by millions of crypto miners since May 2013. Crypto assets are at risk of losing substantial value within a short time period. Finally, the trading platform should only be chosen after careful consideration. There are numerous options in the space and current crypto regulations remain lax. If historical data is indicative, this suggests it might be wise to take some money off the table after explosive BTC bull runs. Bitcoin (BTC) Profit Calculator and ROI Calculator 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. Using below table, you can check how profitable it is to mine selected altcoins in comparison to ethereum classic. 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