These are the estimated fees you should use depending on how fast you would like to obtain the first confirmation for a typical transaction. Supports popular coins like Bitcoin Litecoin and Ethereum, but also nearly all altcoins that are actively traded. Compare Bitcoin to gold and other precious metals by checking out the converters for Bitcoin to gold, Bitcoin to silver, Bitcoin to platinum, and Bitcoin to palladium. Enter the number of bitcoins you have, and watch their value fluctuate over time. To use it, you just have to select which cryptocurrency you want to convert, to which one, and the amount to convert. Godex freezes the exchange rate for the duration of the transaction, so that you get exactly the expected amount.
A capital loss is realised you dispose of an asset (e.g. Bitcoin) for a lower value than you acquired it. You will need to calculate the gain or loss for each crypto sale or swap transaction you have made and you may be able to net these gains and losses together. Whether exchange rates are better abroad or domestically depends a lot on the destination, but generally, it is better to exchange domestically before traveling to a foreign destination. In the U.S., some banks and credit unions provide exchange services that normally provide better exchange rates and lower fees than other methods. It is also possible to order foreign currency on some currency converting websites that will deliver it via mail.
A hyperlink to or positive reference to or review of a broker or exchange should not be understood to be an endorsement of that broker or exchange’s products or services. Some early bitcoiners who bought into the narrative of “nearly free” transactions were disappointed by the rising fee costs and demanded for a block size increase to increase the throughput. In July 2010, Bitcoin developer Gavin Andresen has https://cryptoticker.io/en/pi-network-full-review/ highlighted a source code rule that imposed a 0.01 BTC minimum transaction fee. At today’s market valuation of bitcoin (approximately $10.000), the transaction cost would be $100. In the beginning, fees existed in Bitcoin for the purpose of preventing spam transactions that could eventually clog the blockchain. The idea wasn’t new, as Satoshi Nakamoto borrowed it from Adam Back’s 2002 iteration of hashcash .
To stay up to date on the latest, follow TokenTax on Twitter @tokentax. You bought 1 BTC for $30,000 , thus your cost basis for this lot of 1 BTC is $30,000. Among the most popular allowed methods are FIFO, LIFO, and HIFO. U.S. Bitcoin mining firm Core Scientific has posted bullish 2021 fiscal year results compared to the year prior, with its revenue increasing by 803% to... MacroStrategy, a subsidiary of business intelligence firm MicroStrategy, said it will purchase Bitcoin after obtaining a multimillion dollar loan from Silvergate... The New Jersey Bureau of Securities has issued a cease and desist order against Voyager Digital for selling unregistered securities through its Voyager...
- View the current Bitcoin mining hashrate for the entire mining network along with historical hashrate changes, real-time mining stats, and charts.
- Using crypto tax software and/or taking detailed records will help you do this.
- The rates displayed by the calculator represent market exchange rates, and are provided for informational and estimation purposes only.
- Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years.
You want to compound for one year, with weekends excluded from the time . This means your figure will compound for 365 BUSINESS days, with an end date around 511 days from your start date, depending on when the weekends fall. The option to deduct weekends from the years, months, and days figure you've entered, allows you two options for compounding when excluding weekends. Let's look at each option with an example of a one-year calculation.
I highly appreciate the effort that you put in to deal with these issues, Casitsu has already earned a place at the top of our list. “CannabisCoin.” Accessed Aug. 9, it’s more advantageous because there are no barriers to entry. Cryptocurrency market cap calculator contrastingly, including Quoine Corporation and its Singapore-based unit. The calculator may allow you to calculate exchanges of currencies. Most governments around the world, the IRS included, treat cryptocurrencies like bitcoin as an asset or an investment. This means that the income realized from trading or investing in crypto is subject to capital gains and losses rules similar to other assets like stocks, bonds, and real-estate.
Once you select the base and target currencies from the list and enter the desired amount into the provided field, the currency calculator immediately gives you the result. Additionally, you can also choose whether to calculate the result based on the current exchange rate or the exchange rate on a certain date. The way cryptocurrencies are taxed in most countries mean that investors might still need to pay tax, regardless of whether they made an overall profit or loss.
Powerful & Accurate Tax Reports
Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years. Its a simple tool to calculate how much % profit you could have made if you had invested in any of altcoins/cryptocurrency in past. Our Bitcoin Calculator and cryptocurrency converter gives you exact values with up to six decimal places.
In the next compound period, interest is calculated on the total of the principal plus the previously-accumulated interest. Having fallen more than 30% over the last week, investors are wondering where the bottom https://canvas.instructure.com/eportfolios/820726/lanewcjy465/Impermanent_Loss_and_APY_Calculator_Crypto may be for bitcoin as well as other digital assets. The stock market rallied Wednesday afternoon after the Federal Reserve raised interest rates by 75 basis points, the largest increase since 1994. But the crypto market didn’t follow, which could be “a troubling sign for some investors,” according to Edward Moya, a senior market analyst at OANDA.
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The opinions expressed are the author’s alone and have not been provided, approved, or otherwise endorsed by our partners. Everyone knows that Bitcoin will be issued with a limited number of coins. This is what makes it valuable, as not everyone will be able to get it. Constancy – over time, you can take your gold and metals and exchange them for cash, which in turn can become worthless almost at any time.
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"