{"id":13731,"date":"2022-05-02T10:06:03","date_gmt":"2022-05-02T10:06:03","guid":{"rendered":"https:\/\/sandh.diamonds\/stores\/?p=13731"},"modified":"2023-03-26T04:22:03","modified_gmt":"2023-03-26T04:22:03","slug":"dollar-cost-averaging-how-do-bitcoin-and-crypto","status":"publish","type":"post","link":"https:\/\/sandh.diamonds\/stores\/dollar-cost-averaging-how-do-bitcoin-and-crypto\/","title":{"rendered":"Dollar-cost averaging How Do Bitcoin and Crypto Work? Get Started with Bitcoin com"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"cost averaging crypto\"\/><\/p>\n<p><p>Using variations on the DCA strategy such as EDCA, or combining DCA with other investing strategies may be preferable for you depending on your risk appetite and personal preference. This way, you can focus on accumulating assets at lower points in bear markets while also creating a budget that suits your needs and goals. Dollar-cost averaging provides an effective approach to reducing risk while providing consistent growth opportunities over time no matter what the market conditions may be. Fast forward one year, and that ecstatic sentiment is long gone, with the total crypto market cap dropping from $3 trillion to about $1 trillion as 2022 is coming to a close.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 10px;'>\n<h3>8 Top Crypto Picks For Huge 10x Growth in 2023 &#8211; Analytics Insight<\/h3>\n<p>8 Top Crypto Picks For Huge 10x Growth in 2023.<\/p>\n<p>Posted: Fri, 24 Mar 2023 09:11:15 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiUGh0dHBzOi8vd3d3LmFuYWx5dGljc2luc2lnaHQubmV0LzgtdG9wLWNyeXB0by1waWNrcy1mb3ItaHVnZS0xMHgtZ3Jvd3RoLWluLTIwMjMv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>DCA removes the fear of missing out and the fear of losing money from the equation. After all, you invest in a way that suits your financial goals and that you feel comfortable with. For many people, the dollar cost average method is the way to invest their wealth. This is because through this investment method, you make clear agreements that feel manageable for many people. DCA operates on the principle of allocating a set amount of capital on a regular schedule (e.g., weekly, biweekly, monthly) into a chosen asset. This is done to minimise the impact of price fluctuations by levelling out the average buying cost for the asset.<\/p>\n<\/p>\n<p><h2>Stay up to date with all things crypto.<\/h2>\n<\/p>\n<p><p>It allows you to buy a fixed dollar amount of cryptocurrency on a regular basis, regardless of the current price. Whether you\u2019re investing in cryptocurrency or other assets, choosing the right investment strategy can be a daunting task. Investing <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> during a bull market is one thing, but trying to time the bottom of the bear market can be risky and foolish. DCA differs from lump sum investing, a separate strategy involving buying or selling an asset through a single transaction.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"cost averaging crypto\"\/><\/p>\n<p><p>It is important to note that DCA is not just for buying into the market, but also for selling out of the market. If you have a portfolio of cryptocurrencies that you want to sell, you can use DCA to sell them over some time. If one is unsure of what the top is, one can use this technique to get out of the market bit by bit. Everything you need to know about this strategy in both typical investments and as DCA applies to the cryptocurrency market. This strategy also helps you manage emotional investing, forcing you to hold onto your investment despite FUD being spread, ensuring you don\u2019t sell low or buy high. The global exchange offers recurring investments using fixed amounts at certain intervals.<\/p>\n<\/p>\n<p><h2>What is Dollar Cost Averaging?<\/h2>\n<\/p>\n<p><p>Therefore, do your own research well before you start investing. This depends on factors like your investing horizon and financial goals. Ideally a dollar-cost averaging strategy is something you can set and forget, without having to constantly monitor your portfolio. But true dollar-cost averaging typically happens over a lengthy period of time, typically at least 6-12 months. After all, you can\u2019t really average something out with only a few data points.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What crypto is best for dollar-cost averaging?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Buying one Bitcoin per day might just be the ultimate dollar-cost averaging strategy for crypto.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>While most retail investors can&#8217;t buy $20,000 worth of Bitcoin every day, LTC they can certainly adopt a modified strategy, such as $50 per week or $200 per month. With dollar-cost averaging, there are numerous ways to adjust the parameters. For example, one could argue that both Bukele and Sun are adopting a &#8220;modified&#8221; dollar-cost averaging strategy. Instead of committing to a fixed daily amount, they are committing to an amount that will enable them to buy a full Bitcoin. Given that Bitcoin is currently trading around $16,500, some days they might invest $16,000 and on other days, they might invest $17,000.<\/p>\n<\/p>\n<p><h2>How to dollar-cost average into Bitcoin<\/h2>\n<\/p>\n<p><p>Many crypto enthusiasts just start investing in cryptocurrencies without a strategy behind it. However, they should be aware that an investment plan is essential when you begin  investing in crypto. By sticking to a strategy, you will have a clear overview and become less susceptible to the substantial price fluctuations in the crypto market.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 13px;'>\n<h3>Crypto assets trading in India: A beginner\u2019s guide  Mint &#8211; Mint<\/h3>\n<p>Crypto assets trading in India: A beginner\u2019s guide  Mint.<\/p>\n<p>Posted: Wed, 15 Mar 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMidGh0dHBzOi8vd3d3LmxpdmVtaW50LmNvbS9tYXJrZXQvY3J5cHRvY3VycmVuY3kvY3J5cHRvLWFzc2V0cy10cmFkaW5nLWluLWluZGlhLWEtYmVnaW5uZXItcy1ndWlkZS0xMTY3ODg5NDM1ODYxOC5odG1s0gF4aHR0cHM6Ly93d3cubGl2ZW1pbnQuY29tL21hcmtldC9jcnlwdG9jdXJyZW5jeS9jcnlwdG8tYXNzZXRzLXRyYWRpbmctaW4taW5kaWEtYS1iZWdpbm5lci1zLWd1aWRlL2FtcC0xMTY3ODg5NDM1ODYxOC5odG1s?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Gemini is known for its simplicity and has 80 coins to buy on its exchange. Cryptocurrency trading platforms charge a trading fee for buy and sell transactions. The fee can range between 0.05% to 1% depending on the type of exchange. Using a DCA method with frequent transactions will incur a trading fee on each purchase. The number of fees incurred using a DCA strategy will be higher than a 1-off buy and hold strategy.<\/p>\n<\/p>\n<p><p>If you invest at a fixed time and the price corrects around that time, the average purchase price could be very low. If you\u2019re looking to start dollar-cost averaging on future purchases of cryptocurrencies you already own, you likely already know what coins you\u2019ll be targeting. If you\u2019re new to crypto, it\u2019s wise to conduct thorough due diligence on any token you\u2019re thinking about acquiring, especially <a href=\"https:\/\/www.beaxy.com\/blog\/dollar-cost-averaging-in-crypto-does-the-value-apply\/\">cost averaging crypto<\/a> before trying your hand at dollar-cost averaging. With the automated crypto trading bot of Cryptohopper you can earn money on your favorite exchange automatically. Auto buy and sell Bitcoin, Ethereum, Litecoin and other cryptocurrencies. Using widely available websites, you can see how any dollar-cost averaging strategy for Bitcoin would have played out over any specific time interval.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">That said, I am also a big fan of dollar cost averaging as a strategy. Having a portfolio that is constantly managed will often underperform versus a portfolio with a higher time frame.<\/p>\n<p>&mdash; \ud83c\ude50 Crypto Linn (@crypto_linn) <a href=\"https:\/\/twitter.com\/crypto_linn\/status\/1637834558836965379?ref_src=twsrc%5Etfw\">March 20, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p><p>You can specify the amount, the time horizon, the intervals, and get an idea of how different strategies would have performed over time. You\u2019ll find that in the case of Bitcoin, which is in a sustained uptrend over the long-term, the strategy would have been consistently working quite well. While there are short-term periods of recession, the Dow has been in a continual uptrend.<\/p>\n<\/p>\n<p><h2>What\u2019s The Best Day to DCA Crypto?<\/h2>\n<\/p>\n<p><p>However, on the off chance you\u2019ve timed the market correctly, you can turn in significant profits. But why wouldn\u2019t you rather invest all your capital into an asset with its market price at its lowest? DCA is defined as the process of allocating a fixed amount of money at a regular interval to purchase an asset. Dollar Cost Averaging is a technique for either averaging your buying price or recouping losses on a losing position. By consistently doubling your investment, your average buy price will be lower.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is the best day to DCA crypto?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Although you can trade cryptocurrencies at any time of day, the market is more active during typical work hours and less active early in the morning, at night, and on the weekends. Generally, cryptocurrency prices start low on Monday and rise throughout the week.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Exposure to potential loss could extend to your cryptocurrency investment. Ultimately, dollar-cost averaging is all about hedging your bets. While it restricts your potential upsides, it does so in an effort to mitigate possible losses. It\u2019s a safer choice for most investors and allows you to reduce your chances of taking serious hits to your portfolio caused by short-term volatility.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"cost averaging crypto\"\/><\/p>\n<p><p>Using DCA guarantees that you\u2019ll be buying in no matter how scary the market looks. If you find it difficult to buy when the markets are bombing, adopting a dollar cost averaging strategy can ensure you get your money in throughout the market cycle. If executed at the right time, DCA can become a very profitable investment decision in the cryptocurrency niche. DCA is a long-term game and spreads out purchases over a period of time.<\/p>\n<\/p>\n<p><p>Now, if you\u2019ve determined a target price , this can be fairly straightforward. You, again, divide up your investment into equal chunks and start selling them once the market is closing in on the target. This way, you can mitigate the risk of not getting out at the right time. However, this is all completely up to your individual trading system.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\"><img 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' alt='btc to usd converter by date' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'\/><\/a><\/p>\n<p><p>You can see this immediately with El Salvador and its Bitcoin strategy. Heading into its new dollar-cost averaging strategy, for example, El Salvador had purchased a total of 2,381 Bitcoins at an average price of $43,357. In a standard dollar-cost averaging strategy, you invest the same preset amount on a regular basis , regardless of market conditions. This removes the emotion from investing and eliminates the perils of trying to time the market. Instead of worrying about daily moves upward or downward, investors continue to buy on a regular schedule.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">1\/ I&#8217;m up. \u26a1\ufe0f<\/p>\n<p>I Dollar-cost Averaging into Bitcoin. <\/p>\n<p>I bought it at 50k but I also bought it at 16k. That brought my average entry point down. <\/p>\n<p>Be aware, bitcoin is a very young technology, so expect volatility at the beginning. <\/p>\n<p>Implement a DCA strategy. <a href=\"https:\/\/t.co\/ZxZCiJFCnl\">pic.twitter.com\/ZxZCiJFCnl<\/a><\/p>\n<p>&mdash; Aprende Bitcoin (@aprende_crypto) <a href=\"https:\/\/twitter.com\/aprende_crypto\/status\/1637557604753850368?ref_src=twsrc%5Etfw\">March 19, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p><p>Stay up to date with our latest exchange reviews, promotions, how-to guides and educational articles on Bitcoin, cryptocurrency &#038; more. How much could your crypto be worth if you had regularly bought a small amount over time? If you\u2019re still not convinced, there are plenty of online dollar cost averaging calculators that let you test this strategy out for yourself.<\/p>\n<\/p>\n<p><p>Whether you\u2019re a stock market expert or a crypto noobie, dollar cost averaging can be a shrewd investing strategy. As a beginner who wants to get into the cryptocurrency market without over-extending your risk tolerance, however, dollar cost averaging is particularly well-suited. If you had spent all $300 in month one, you\u2019d only have 6 LTC at an average price of $50. By taking advantage of bear market territory in month two, the dollar cost average strategy has left us in a stronger position. Experts say cost averaging is a good strategy for minimizing risk in volatile markets. It\u2019s appropriate for long-term XRP investments like saving up to buy a house or pay for retirement.<\/p>\n<\/p>\n<ul>\n<li>You\u2019re employing a time-tested strategy for avoiding risk and minimizing the effects of market volatility.<\/li>\n<li>DCA strategy is a simple, yet effective investment model that is easier compared to trading the market.<\/li>\n<li>With that said, losing out on some gains isn\u2019t the end of the world \u2013 dollar-cost averaging still can be a convenient investment strategy for many.<\/li>\n<li>DCA, however, smooths out the ups and downs by reading buying power when prices are loftier.<\/li>\n<li>Obviously, you will need to tailor your strategy to your specific investment and financial goals.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Using variations on the DCA strategy such as EDCA, or combining DCA with other investing strategies may be preferable for you depending on your risk appetite and personal preference. This way, you can focus on accumulating assets at lower points in bear markets while also creating a budget that suits your needs and goals. Dollar-cost &hellip; <\/p>\n<p class=\"link-more\"><a href=\"https:\/\/sandh.diamonds\/stores\/dollar-cost-averaging-how-do-bitcoin-and-crypto\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;Dollar-cost averaging How Do Bitcoin and Crypto Work? Get Started with Bitcoin com&#8221;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[230],"tags":[],"_links":{"self":[{"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/posts\/13731"}],"collection":[{"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/comments?post=13731"}],"version-history":[{"count":1,"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/posts\/13731\/revisions"}],"predecessor-version":[{"id":13732,"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/posts\/13731\/revisions\/13732"}],"wp:attachment":[{"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/media?parent=13731"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/categories?post=13731"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/sandh.diamonds\/stores\/wp-json\/wp\/v2\/tags?post=13731"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}