To Usd Currency Converter And Calculator Tool
BTC to USD rate today is $41,536 and has increased 1.2% from $41,053.74 since yesterday. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission. CEX.IO LTD serves residents throughout countries all over the world in which it operates. The best marketplaces will allow desktop as well as mobile access. If your bitcoin encryption key is printed out, you’ll be prompted to enter it. Virtual currency is a digital representation of value in purely electronic form. The cost to produce one bitcoin depends on the cost of electricity, the mining difficulty, the block reward, and the energy efficiency of miners. Throughout much of its history, speculative interest has been the primary driver of Bitcoin’s value. Bitcoin has exhibited the characteristics of a bubble with drastic price run-ups and a craze of media attention.
Some countries, like El Salvador, are betting that Bitcoin’s technology will evolve sufficiently to become a medium for daily transactions. But Bitcoin often fails the utility test because people rarely use it for retail transactions. The argument for Bitcoin’s value is similar to that of gold—a commodity that shares characteristics
https://www.beaxy.com/ with the cryptocurrency. Many governments and societies have found that fiat currency is the most durable and least susceptible to loss of value over time. In the modern age, government-issued currencies often take the form of paper money, which does not have the same intrinsic scarcity as precious metals.
As the total number creeps toward the 21 million mark, many suspect the profits miners once made creating new blocks will become so low they’ll become negligible. But with more bitcoins in circulation, people also expect transaction fees to rise, possibly making up the difference. Buy Bitcoin with USD at the world’s largest peer-to-peer Bitcoin marketplace. Buying and selling Bitcoin with US dollars is always protected by escrow and our support staff is always happy to help you with any challenge you might face.
Why Follow The Btc To Usd Live Price Chart?
Cryptocurrency exchanges are a dime a dozen, but there are only a few we think make sense for crypto investors. The volatile, speculative nature of cryptocurrency investing presents risks for investors no matter how and where you buy it. Exchange fees can vary greatly, and may be applied as a flat fee upfront or as a percentage of your trades. Fees can be based on price volatility, and many are charged per transaction. While fees should definitely be a consideration, experts say you also get what you pay for, especially when sticking to the bigger, more established exchanges like Coinbase. If an exchange has more protections, better security, or other features that are important to you, it may be worth slightly higher fees. You can narrow down your search for the right platform by mostly paying attention to security and fees. If you plan to keep your crypto on your account with an exchange, make sure you choose an exchange that uses offline, cold storage, and has strong protections against theft. Some exchanges also have independent insurance policies to help protect investors from potential hacking.
One bitcoin can be divided into up to eight decimal places, with constituent units called satoshis. Most fiat currencies can only be divided into two decimal places for everyday use. This ability to “mark up” an account exemplifies the nature of currencies in their digital form. It has implications for the velocity and use of currencies because it simplifies and streamlines transactions involving them. Any discussion about the value of Bitcoin must address the nature of currency. Gold was useful as currency due to its inherent physical attributes, but it was also cumbersome.
How much was bitcoin when it first started?
In July 2010, bitcoin began trading at US$0.0008, climbing to US$0.08 by month’s end. The cryptocurrency then performed relatively flatly, slowly rising into the US$10 range until it spiked to US$250 in April 2013. Bitcoin price chart in US dollars, 2011 to 2022.
New Bitcoins are created by users running the Bitcoin client on their computers. The client “mines” Bitcoins by running a program that solves a difficult mathematical problem in a file called a “block” received by all users on the Bitcoin network. The difficulty of the problem is adjusted so that, no matter how many people are mining Bitcoins, the problem is solved, on average, six times an hour. When a user solves the problem in a block, that user receives a certain number of Bitcoins. The elaborate procedure for mining Bitcoins ensures that their supply is restricted and grows at a steadily decreasing rate. About every four years, the number of Bitcoins in a block, which began at 50, is halved, and the number of maximum allowable Bitcoins is slightly less than 21 million. As of 2021 there were more than 18.6 million Bitcoins, and it is estimated that the maximum number will be reached around 2140.
Part 1part 1 Of 3:choosing A Conversion Service
Nakamoto was concerned that traditional currencies were too reliant on the trustworthiness of banks to work properly. Nakamoto proposed a digital currency, Bitcoin, that could serve as a medium of exchange without relying on any financial institutions or governments. The proposal was made in October 2008 in a paper published on the Bitcoin Web site, which had been founded in August 2008. Later, you can exchange BTC to USD and withdraw funds to your card. We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks. However, it doesn’t mean that you can not withdraw your digital funds when you need them.
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Do You Need To Convert Btc To Usd Today?
Investopedia does not include all offers available in the marketplace. One of the biggest issues is Bitcoin’s status as a store of value. Bitcoin’s utility as a store
bitcoin price live usd of value depends on how well it works as a medium of exchange. If Bitcoin does not achieve success as a medium of exchange, it will not be useful as a store of value.
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)
Paper money was an improvement, but it requires manufacturing and storage and lacks the mobility of digital currencies. The digital evolution of money has moved away from physical attributes, and towards more functional characteristics. For example, gold’s value comes from the costs of extraction and certain qualitative factors, such as luster and purity content. Rather than carry around cumbersome quantities of cocoa beans, gold, or other early forms of money, societies eventually turned to minted currency as an alternative. The first such currencies used metals like gold, silver, and bronze, which had long shelf lives and little risk of depreciation. Currency is useful if it works as a store of value or, to put it differently, if it can reliably maintain its relative value over time.
Puzzled, the interviewer asked whether the Fed had manufactured billions of dollars. The value of fiat currencies is a function of their demand and supply. The U.S. dollar is considered valuable because the world’s biggest economy uses it and it dominates the flow of payments in international trade. To check Bitcoin price live in the fiat currency of your choice, you can use Crypto.com’s converter feature in the top right corner of this page. Bitcoin was the first cryptocurrency, and it is known as digital gold.
Build the strongest argument relying on authoritative content, attorney-editor expertise, and industry defining technology. A year ago, tether’s market cap $44.5 billion, while upstart TerraUSD’s was $1.76 billion. They have since risen about 85% and 850% respectively to stand at $82.3 billion and $16.7 billion, according to CoinMarketCap. While this global health crisis continues to evolve, it can be useful to look to past pandemics to better understand how to respond today. Britannica is the ultimate student resource for key school subjects like history, government, literature, and more. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. You will receive an email with instructions for how to confirm your email address in a few minutes. You will receive an email with instructions on how to reset your password in a few minutes. Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes.
Who got rich from Bitcoin?
FTX cofounder Sam Bankman-Fried has amassed $22.5 billion before turning 30 by profiting off the cryptocurrency boom – but he’s not a true believer. He just wants his wealth to survive long enough to give it all away.
Market cap is the total value of a cryptocurrency, and is calculated by multiplying the price of the cryptocurrency with the number of coins in circulation. The amount of tokens or coins circulating can be viewed as an indicator of a coin’s demand. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. Bitcoins can be transferred from a bitcoin exchanges to one of many bitcoin wallets, ranging from online options to ‘cold storage’.
To make your crypto purchases simple and convenient, many of them are supporting transfers from debit cards and credit cards, since it’s probably the most popular payment methods for now. When using cards online, people care most about the security of their operations and card data. Because no one wants to lose funds as a result of an internet scam. So, when you found a Bitcoin trading platform, make sure it’s secure enough before making any operations. First, you’ll want to choose a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other digital currencies.
In either case, the specific method you use to sell your bitcoins will vary somewhat depending on the marketplace you use. Generally, you can simply click on “Sell your bitcoins” or some similar option to get the process started. The specific mechanism by which you deposit your bitcoins will vary depending on how your bitcoins are currently stored. Typically, depositing your bitcoins is as easy as clicking “Deposit bitcoins” near the top of the marketplace’s home page. Bridging the gap between fiat currency and cryptocurrency, stablecoins aim to achieve stable price valuation using different working mechanisms. Bitcoin also has limited utility like gold, the applications for which are mainly industrial. Bitcoin’s underlying technology, called blockchain, is tested and used as a payment system. One of its most effective use cases is in remittances across borders to bump up speed and drive down costs.
![bitcoins to dollars](data:image/jpeg;base64,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)
Throughout history, many societies used commodities or precious metals as methods of payment because they were considered to have a relatively stable value. The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history. It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto. Bitcoin has a much more extensive track record compared to other cryptos, though it’s still in its relative infancy compared to the 200+ year history of the U.S. stock market. Investors should continue to hold and not worry about the fluctuations. No matter if crypto is going up or down, the best thing you can do is to not look at it. Set it and forget it like you would any traditional long-term investment account. If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision. Just like you shouldn’t let a price drop influence your decision to buy Bitcoin, don’t let a sudden price increase alter your long-term investment strategy.
In other words, the value of a currency is a measure of its demand and its ability to stimulate trade and business within and outside an economy. The idea of a currency’s value began changing in the 17th century. Prominent Scottish economist John Law wrote that money—currency issued by a government or monarch—”is not the value for which goods are exchanged, but the value by which they are exchanged.” Bitcoin demonstrates some attributes for a currency, but its main source of value lies in its restricted supply and increasing demand. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum and other cryptocurrencies. Sign Up NowGet this delivered to your inbox, and more info about our products and services.
- Instant Buy Buy crypto with your credit or debit card in a few clicks.
- While fees should definitely be a consideration, experts say you also get what you pay for, especially when sticking to the bigger, more established exchanges like Coinbase.
- Run a search through your preferred search engine to determine the current conversion rate.
- The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes.
- Convert any cryptocurrency or token price into your preferred fiat currency, such as BTC to USD.
Because the more people know about the asset, the more they want to buy it. Other factors, like network operability and transaction security, are also important, but they rather contribute to the two first mentioned. Thus, the news about the technical upgrade could attract more attention to the project so more people read about it and decide to obtain the digital token. These points are just a few reasons why people prefer virtual currencies against traditional fiat funds. Mainly, crypto transactions are highly secured with hashing algorithms, simple in use, and are not regulated by a single entity . If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called ‘candlesticks’ that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes. Put the cursor on the latest candle and to find the current BTC in USD exchange rate.
Right after that you’ll have the desired coins or tokens on your CEX.IO account. Bitcoin, as the first virtual currency, was a pioneer in the crypto market. When the network was just launched, the rate of 1 BTC to USD was less than a cent. In ten years this value increased by million times and the last highest point the BTC has reached was nearly $62,000. Some marketplaces allow you to sell your bitcoins to another person. Others allow you to sell them directly to the marketplace, which will then resell them to interested buyers later.
![bitcoins to dollars](data:image/jpeg;base64,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)
The cryptocurrency can be used for any transaction where the business can accept it. Monetarists try to value bitcoin as they would money, using the supply of money, its velocity, and the value of goods produced in an economy. The predominant medium of exchange is government-backed money, and for our model, we will focus solely on that. Roughly speaking, the money supply in the U.S. was worth more than $20 trillion as of the end of 2021. Bitcoin does not have the backing of government authorities, nor does it have a system of intermediary banks to propagate its use. A decentralized network consisting of independent nodes is responsible for approving consensus-based transactions in the Bitcoin network. There is no fiat authority in the form of a government or other monetary authority to act as a counterparty to risk and make lenders whole, so to speak, if a transaction goes awry.