Therefore, based on the crypto price change and the accrued interest, you’ll make your final judgment. The process is no different https://cryptoplora.com/ from investing in the stock market or creating a savings account but instead of depositing fiat currency, you stake crypto. Use the cryptocurrency tax calculator to figure out the type of tax deductions you can claim. The process of calculating your crypto taxes can seem complicated, which is why it is better to rely on an A.I-powered crypto tax calculator like FlyFin. Taking a deep dive into these platforms has given us a clear picture of the different features that these sites have to offer. Each investor has the opportunity to choose the platform that they prefer.
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.
- Buying cryptocurrencies on their own isn’t a taxable transaction.
- They compute the profits, losses, and income from your investing activity based off this data.
- Market capitalization is not a concept exclusive to the crypto sector.
We have integrations with many NFT marketplaces, as well as categorization options for any NFT related activity . We provide you with simple calculators to make it easy for you. The dollar equivalent of the amount you get when you exit the investment. The Twitter account "@otteroooo" has claimed that crypto lender Nexo embezzled funds from a charity. Nexo says the the account user is intentionally using the name of someone unrelated to Nexo.
This Weeks Crypto Crash: Should You Buy The Dip?
Editorial content from NextAdvisor is separate from TIME editorial content and is created by a different team of writers and editors. Each week, you'll get a crash course on the biggest issues to https://cryptoplora.com/ make your next financial decision the right one. Bitcoin first slipped below $30,000 last week, declining steadily to $25,000 by Sunday before making a substantial fall to $21,000 on Monday.
The Ethereum price used in the calculation above is a “volume weighted average” across a number of exchanges. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Our crypto calculator allows you to instantly convert BTC, ETH, and other crypto to USD. Finder monitors and updates our site to ensure that what we’re sharing is clear, cryptoplora.com honest and current. Our information is based on independent research and may differ from what you see from a financial institution or service provider. In order to calculate your crypto taxes, you'll need to keep track of all your transactions throughout the year and figure out what capital gains or losses you have on each transaction.
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...
How our cryptocurrency calculator looks on the phone
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 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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"