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 with the cryptocurrency. The cryptocurrency does display some attributes of a fiat currency system, however. The only way that one would be able to create a counterfeit bitcoin would be by executing what is known as a double-spend.
![bitcoin dollar exchange](data:image/jpeg;base64,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)
This will likely create an environment where the adoption and circulation of Bitcoin will be enhanced. If Bitcoin’s price continues to rise over time, users with a tiny fraction of a bitcoin will still be able to make transactions with the cryptocurrency. The development of side channels, such as the Lightning Network, may further boost the value of Bitcoin’s economy. One can argue that Bitcoin’s value is similar to that of precious metals. Precious metals like gold are used in industrial applications, while Bitcoin’s underlying technology, the blockchain, has some applications across the financial services industries. Bitcoin’s digital provenance means that it might even serve as a medium for retail transactions one day.
What Is Paul Krugman’s Problem With Bitcoin?
The Fed releases rate decisions 8 times a year, and these are important events for the BTCUSD price. Cryptocurrencies are known for their immense volatility, while the US dollar is by far the most traded fiat currency globally. As a result, BTCUSD is the most popular crypto-to-fiat pair, and it serves as the de facto gold standard for the cryptocurrency market; providing the price direction cue for virtually the entire crypto https://www.beaxy.com/ market. When you’re looking for a place where to buy Bitcoin or other virtual currencies, a robust crypto exchange platform will come in handy. 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.
On 25 March 2022 Pavel Zavalny stated that Russia might accept bitcoin for payment for oil and gas exports, in response to sanctions stemming from the 2022 Russian invasion of Ukraine. Throughout the rest of the first half of 2018, bitcoin’s price fluctuated between $11,480 and $5,848. The price on 1 January 2019 was $3,747, down 72% for 2018 and down 81% since the all-time high. Prices started at $998 in 2017 and rose to $13,412.44 on 1 January 2018, after reaching its all-time high of $19,783.06 on 17 December 2017. In 2013, prices started at $13.30 rising to $770 by 1 January 2014. A hardware wallet peripheral which processes bitcoin payments without exposing any credentials to the computer. They have an inverse relationship with regards to trustlessness and computational requirements. As of April 2022, it takes on average 122 sextillion attempts to generate a block hash smaller than the difficulty target. Computations of this magnitude are extremely expensive and utilize specialized hardware. Later amateurs mined bitcoins with specialized FPGA and ASIC chips.
What Is Bitcoin?
In 2014, the price fell sharply, and as of April remained depressed at little more than half 2013 prices. Currency traders are familiar with the major currency pairs, and often a good number of the minor pairs. More experienced traders are also likely familiar with a number of exotic pairs as well. But the BTC/USD pair is something of a mystery to currency traders, and that’s because one of the components isn’t a traditional fiat currency. BTC/USD refers to the pairing of the leading cryptocurrency Bitcoin with the U.S. dollar. It’s a very new currency pair, and one that has generated much excitement over the past decade.
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)
In the future, when Bitcoin is widely accepted as a common medium of exchange in the society, the demand for Bitcoin exchanges might decrease. Iran announced pending regulations that would require bitcoin miners in Iran to sell bitcoin to the Central Bank of Iran, and the central bank would use it for imports. Iran, as of October 2020, had issued over 1,000 bitcoin mining licenses. The Iranian government initially took a stance against cryptocurrency, but later changed it after seeing that digital currency could be used to circumvent sanctions. On 19 January 2021, Elon Musk placed the handle #Bitcoin in his Twitter profile, tweeting “In retrospect, it was inevitable”, which caused the price to briefly rise about $5000 in an hour to $37,299. On 25 January 2021, Microstrategy announced that it continued to buy bitcoin and as of the same date it had holdings of ₿70,784 worth $2.38 billion. On 8 February 2021 Tesla’s announcement of a bitcoin purchase of US$1.5 billion and the plan to start accepting bitcoin as payment for vehicles, pushed the bitcoin price to $44,141. On 18 February 2021, Elon Musk stated that “owning bitcoin was only a little better than holding conventional cash, but that the slight difference made it a better asset to hold”.
Trading Btcusd With Avatrade
If Bitcoin does not achieve success as a medium of exchange, it will not be useful as a store of value. Another theory is that Bitcoin does have intrinsic value based on the marginal cost of producing one bitcoin. This thinking hews closely to the modern credit theory for monetary systems. In this theory, commercial banks create money by lending to borrowers, who use the money to purchase goods and cause currency to circulate in an economy. 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. For example, gold’s value comes from the costs of extraction and certain qualitative factors, such as luster and purity content.
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. Throughout history, many societies used commodities or precious metals as methods of payment because they were considered to have a relatively stable value. Bitcoin demonstrates some attributes for a currency, but its main source of value lies in its restricted supply and increasing demand. Currencies have value because they can function as a store of value and a unit of exchange. They also demonstrate six key attributes to enable their use in an economy. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time.
Bitcoin To Us Dollar Exchange Rate Chart
At present, miners are heavily reliant on renewable energy sources, with estimates suggesting that Bitcoin’s use of renewable energy may span anywhere from 40-75%. However, to this point, critics claim that increasing Bitcoin’s renewable energy usage will take away from solar sources powering other sectors and industries like hospitals, factories or homes. The Bitcoin mining community also attests that the expansion of mining can help lead to the construction of new solar and wind farms in the future. Investors who have their bitcoin on exchanges or wallets that support the new currency will soon see their holdings double, bitcoin to usd with one unit in bitcoin cash added for every bitcoin. But that doesn’t mean the value of investors’ holdings will double. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it’s the only form of money users can theoretically “mine” themselves, if they have the ability. A weighted average price of these markets is shown by default (based on 24-hour trade volume).
- Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone’s credit-card information.
- “Atlanta-based BitPay hooks up with PayPal to expand bitcoin adoption”.
- Over the years a large number of people have contributed to improving the cryptocurrency’s software by patching vulnerabilities and adding new features.
- Later, you can exchange BTC to USD and withdraw funds to your card.
On Tuesday, the small Central American nation became the first in the world to adopt bitcoin as an official currency. The system used is based on Adam Back’s 1997 anti-spam scheme, Hashcash. Relative mining difficulty is defined as the ratio of the difficulty target on 9 January 2009 to the current difficulty target. It does not conform to ISO 4217 as BT is the country code of Bhutan, and ISO 4217 requires the first letter used in global commodities to be ‘X’. The MIT Digital Currency Initiative funds some of the development of Bitcoin Core.
John Kelleher is a blockchain software architect and founder of Level K. He has 10+ years of software development experience. Yes, you can top up your CEX.IO balance with fiat funds using SWIFT, ACH, Faster Payments, and SEPA wire transfers. Some local regulations require platforms to obtain special licenses in their country while others are not crypto-friendly at all. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. And high liquidity means fast execution of even large-volume trading orders. Margin Trading Trade digital assets with leverage on CEX.IO Broker.
What is the next big crypto?
The next cryptocurrency to consider buying in 2022 is PancakeSwap. In its most basic form, PancakeSwap is a decentralized exchange that was launched in late 2020. The exchange allows users to buy and sell digital tokens without going through a third party.