Users can easily manage their crypto portfolio and generate their required tax forms. Our platform performs tax calculations with a high degree of accuracy. We carefully consider complex tax scenarios such as DeFi loans, DEX transactions, gas fees, leveraged trading, and staking rewards. Excellent product, excellent customer service - Jon helped me out back and forth multiple times over several days to help me solve a problem and answer questions about crypto taxes in general. If there are 1 million coins in circulation and if its current price per coin is $1 then its total market cap is $1,000,000.
To use the mining calculator for profitability, enter the hashrate for your crypto miners for each of the supported mining algorithms. 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. We always recommend you work with your accountant to review your records.
Hey calculate your gains or losses and generate tax reports with your data. Stock market investors aren’t the only ones who can benefit from compound interest. Thanks to the amazing trading volumes and crypto market cap in recent years, some https://www.coinmama.com/crypto-calculator http://charlieqmnn922.wpsuo.com/cryptocurrency-converter online platforms have started to offer services that allow crypto investors to increase their crypto holdings. Their conversion rates have been based on the CoinDesk Bitcoin Price Index as well as the price indices of other digital assets.
Yes, you do have to pay taxes on crypto since it is viewed as ‘Property’ by the IRS. Therefore, any transactions concerning cryptocurrencies are governed by the same tax principles applied to “Property” as per IRS Publication 544, Sales and Other Dispositions of Assets. The process where a taxpayer uses high-tech computers to validate cryptocurrency transactions while maintaining a public transaction ledger is called mining. According to the law, the fair market value of the cryptocurrency mined, as of the date of receipt, should be included in the taxpayer’s gross income. For the cryptocurrency listed on an exchange platform like Coinbase, the exchange rate is set by market supply and demand. It will be converted into the value of US dollars that it is worth at the time.
- Any payments made to a non-W2 individual with cryptocurrency are subject to backup withholding to the same extent as payments made using US dollars or any other property.
- Keep in mind that investing is always a risky process and it’s not something to be rushed, free bitcoin mining to self govern.
- There are approximately 110 million ETH tokens in the circulating supply.
- Just reach out to or via the in-app chat support feature and we will get you sorted.
Market cap of a cryptocurrency is calculated by multiplying the price of the coin / token and its circulating supply. These things may not seem important at first glance—but they could determine whether your investment pays off or burns. By keeping these seven tips in mind, you can set yourself up for success as a crypto investor.
After all, cryptocurrencies are not tied to gold or to any control systems, which is one of the positive features of digital currency. Put simply, mining validates your transactions and controls whatever goes up on the blockchain. And because it’s profitable, there are huge mining farms running tailored equipment earning substantial money from it. If you exchange Bitcoin for Ripple, the IRS and other tax agencies will treat this as a sale of Bitcoin at the market price of the XRP you received. CoinGecko provides a fundamental analysis of the crypto market.
Take time to learn about the team, product, and community behind each project before deciding where to invest. When things get rough—and they may well—the worst thing you can do is sell off your holdings in a panic. Keeping calm while others panic is one of the best indicators of whether or not someone knows what they are doing when it comes to crypto investing. Check live rates, send money securely, set rate alerts, receive notifications and more.
Should I Reinvest My Crypto Profits?
The other type lets you choose your lockup period, giving you a higher interest rate if you opt for a longer lockup. Nevertheless, if other metrics say that an asset is worth investing in, an increasing market cap is a sufficient signal to back up your decision. Order books contain orders to buy or sell an asset that are determined by exchange users. Orders are matched by the exchange matching engine to produce completed traders. Curious about the price of Ethereum in your national currency? Simply input the amount of ETH you want to convert, select your local currency, and get the result!
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"