Best Crypto Converter and Calculator You Should Look Out for in 2022

Since we are talking about the price change, it does not matter whether the price of the assets goes up or down, as you would still be better off holding the assets instead. To convert between any bitcoin, currency, exchange rate and virtual currency you can think of, download BitConvert - Bitcoin Convert right now and start using it. Compare Bitcoin mining profit and BTC mining reward verses other popular cryptocurrencies like; Ethereum, Litecoin, ZCash, Monero, and more. ZenLedger is the leading software focused on cryptocurrency tax management and accounting.

This way, the Markets Insider currency calculator allows you to search for historical exchange rates. The result provided by the currency calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. Coinmama’s live crypto calculator does the math so you don’t have to, giving real rates in real time. You’ll have to report any gains you experience when you buy and sell cryptocurrencies to the IRS. Luckily, many cryptocurrency exchanges provide transaction reports that include all buy, sell and exchange transactions that occur in your account.

  • The second way is by looking at how much money you have made or lost in fiat currency.
  • Meyers of EuroCheapo.com recommends walking straight past the currency exchange counter upon arrival or in the airport baggage claim area.
  • When comparing offers or services, verify relevant information with the institution or provider’s site.

● The possibility to substitute bank accounts in countries with unstable banking systems. ● Eliminating problems with payments between different countries – crypto is borderless. For example, many countries aim to switch to renewable energy sources for fueling mining machines, which can lead to a significant change for the better. Zac co-founded TokenTax after his career in international finance and accounting at JPMorgan, Imprint Capital and Bain. He has worked in more than half-dozen countries and received his MBA from the UPenn Wharton School.

Xe Currency Data API

When you sell or trade crypto you have to pay tax on the difference between the selling price and the price you bought it for . This is known as a Capital Gains Tax and has to be paid in most countries such as the USA, UK, Canada etc. Generate a full crypto tax report with all your long/short term disposals. https://cryptoplora.com/ Now that you’ve understood how impermanent loss occurs, how do you calculate exactly how much you’ve lost from providing liquidity? If the price of the assets in a pool changes by a certain amount, the total value of your deposits will be affected, and we can simply plot these results on a graph.

Gains on crypto are not “realized” until you sell, exchange, or spend the asset. Crypto intelligence firm IntoTheBlock reports that the number of large transactions on the Cardano blockchain has increased by more than 50X this year. When you have entered the above details, cryptoplora.com click the ‘Calculate’ button to get estimates for the CGT you’ll need to pay on your cryptocurrency asset disposal. To make things easier for you, we’ve created our apy crypto calculator that helps you calculate the total amount of crypto interest within seconds.

Any trading history presented is less than 5 years old unless otherwise stated and may not suffice as a basis for investment decisions. If all of your crypto transactions occur on one exchange, then, gathering the information you need to report cryptocurrency on your tax return should be easy. If you have crypto transactions across several exchanges, crypto wallets or crypto credit cards, however, things may get more complicated. You’ll need to get a report from each place a transaction occurred or track the transactions yourself. DC FORECASTS Cryptocurrency calculator converts fiat to Cryptocurrency in real time.

Simple Bitcoin Converter

For example, if you purchase 1 bitcoin for $10,000 and sell it for $15,000 six months later, you would have made $5,000 in profit. Ethereum https://cryptoplora.com/ is the most popular blockchain for third part development. In 2017, most of the new project and ICO were built on Ethereum which spurred a huge increase in the demand for the ETH token.

Crypto Sip Calculator will display investment return using dollar cost averaging. Investment Frequency is the pattern of investment like daily, weekly or monthly. If you are afraid that the mempool might feel when you expect it the least and your transaction may lose priority, then you can also choose to use the “Replace-By-Fee” option. This means that you can bump the fee after your transaction gets broadcast and registered in the mempool, so that it becomes a priority for miners.

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"