Cryptocurrency Converter Calculator Tool

Meyers of EuroCheapo.com recommends walking straight past the currency exchange counter upon arrival or in the airport baggage claim area. "These companies pay a lot of money to rent those spaces, and they make it up through service fees and lousy exchange rates," he says. Subtract the cost basis of $32,000 from the proceeds of $35,000, and your gain is $3,000. This amount is subject to long-term capital gains tax and reported on the tax returns of the year in which it was sold.

We write about the distinctions in this post about deducting Ethereum gas fees. To find your capital gain or loss, subtract your proceeds from your cost basis. Cryptoboom Bitcoin Calculator allows you to find out latest Bitcoin price with the easy-to-use tool. Convert any amount of Bitcoin, Ethereum, and other cryptocurrencies to any world currency including USD, GBP, EUR, CNY, JPY, and more.

However, it would be best to choose from a platform that has a pool of several different cryptocurrencies. In addition, those who have a historical analysis of cryptocurrency would help you better when it comes to making an informed opinion. CryptoCompare helps crypto enthusiasts calculate https://www.coinbase.com/learn/crypto-basics/what-is-staking mining metrics based on the network’s hash rate depending on the power consumption and electricity cost. The platform isn’t that straightforward for those new to the crypto world, so they will need to get more knowledge before they can make use of the platform’s functionalities.

Utah may have regulations on crypto, learn how to buy cryptocurrency legal in Utah. Vermont may have regulations on crypto, learn how to buy cryptocurrency legal in Vermont. Virginia may have regulations on crypto, learn how to buy cryptocurrency legal in Virginia. Washington may have regulations on crypto, learn how to buy cryptocurrency legal in Washington. Wisconsin may have regulations on crypto, learn how to buy cryptocurrency legal in Wisconsin. West Virginia may have regulations on crypto, learn how to buy cryptocurrency legal in West Virginia.

  • With CoinLedger, I was done with the filing process in 10 minutes.
  • All new products that are of interest in the market quickly get into the list for exchange on our platform.
  • Beaxy allows you to trade Ethereum with convenience and peace of mind.
  • You can use our software to categorize all of your transactions, and will only need to proceed to payment once you want to view your tax report.

This page does not make predictions, it only makes a calculation of how much the cryptocurrency would be worth if it had the same market value as Bitcoin or selected currency. http://israelxmoa115.image-perth.org/1-bitcoin-fee-estimator-and-calculator-2022-updated In the list below you can see all the currencies that the application supports and can actively convert. It is important to use the right applications for correct conversions, which is why BitConvert to Bitcoin Converter is designed for it. Available for the most popular cryptocurrencies like; Bitcoin, Ethereum, Litecoin, Dogecoin, Ravencoin, ZCash, Monero, and more.

No minimum balance because everyone should have unparalleled access to fair, rewarding financial services. As history has shown, anything that a group of people in an economy attaches value to can be used as currency. The first "official" currency was minted in the seventh century BC by King Alyattes of Lydia in modern-day Turkey. For practical reasons, Lydian currency took on the form of a round coin, which became the first ever standardized unit of currency.

It lists all recently completed trades on the current trading pair in chronological order. Download the Beaxy Trading App to trade your ETH and access all Markets anytime and anywhere. Nexo offered to provide immediate funding of up to $2 million per customer to SALT Lending’s backlog of loan applicants. You can acquire NEXO Tokens through the Nexo Exchange inside our platform or through a third-party exchange.

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Resulting in a price increase from $10 to over $1,400 per ETH token in 2017. The Ethereum foundation, a group funded to continue development of the Ethereum protocol, is currently working to deliver Ethereum 2.0. The project is looking to complete the transformation to Proof-of-Stake. Whereby transactions are validated through network participants who lock their tokens onto the blockchain.

To see a comprehensive breakdown of our methodology, please visit see our Cryptocurrency Methodology page. To calculate conversions with other currencies, you’ll need to change the coin page or add a base currency. A global cryptocurrency exchange that facilitates crypto to fiat transactions, where you can use EUR or USD to buy bitcoin and popular altcoins. You can even earn cryptocurrency rewards through Coinbase’s unique Coinbase Earn feature. More advanced traders will love the Coinbase Pro platform, which offers more order types and enhanced functionality. In addition to a host of platform choices, Gemini users also have access to insured hot wallets to store tokens without worrying about digital asset theft.

Deducting weekends from time

CoinMarketCap is one of the best crypto converters and calculators. The interface to this platform is very simple, and you do not need to have knowledge about conversion to be able to use it. The site also makes the work easier for those converting their crypto, as it lists the popular cryptocurrency conversions that are available on the site.

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"