Calculate Crypto Profit Gains Calculator

Your deposit earns a 5% annual interest so, after one year, you will have $105. The following year, you earn 5% interest on your previous interest which brings your balance to $110.25, and so on. Recipients cannot exclude the value of benefits from their income just because they didn’t receive a Form 1099-MISC. There are several https://cryptoplora.com/ companies that can provide Form 8949 to summarize crypto activity and file your returns, Markowitz said. "Be prepared to pay some tax," said enrolled agent Adam Markowitz, vice president at Howard L Markowitz PA, CPA in Leesburg, Florida. We even have you covered if you ever decide to leave (we're that confident).

  • After one month your balance will grow to1.005 BTCwhich means that you’ve earned0.005 BTCduring that time.
  • Curious about the price of Ethereum in your national currency?
  • See the Bitcoin exchange rate i.e. the current value of one bitcoin.
  • For Bitcoin, the block reward is halved after every 210,000 blocks to induce synthetic deflation, an attempt to appreciate Bitcoin’s value.

The RSI indicator doesn’t work well with the SKL chart by creating no proper overbought or oversold signals, features. Its current price range can attract many traders, safety protocols. Ethereum crypto types keep track of the amount you deposit to your cryptocurrency accounts, technology.

Despite limited reporting, the IRS still expects you to report crypto transactions, Markowitz said. Interbank (bank-to-bank) Rate—This is the wholesale exchange rate that banks use between themselves. Keep updated with our round the clock and in-depth cryptocurrency news. Check which crypto coins have gained and lost in the last 24 Hours.

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Real-time exchange rates are supplied by the foreign exchange market , the same place where most currency transactions take place. The forex is a global, decentralized, over-the-counter market for the trading of currencies. The market functions at high speeds, with exchange rates changing every second. The most common forex transactions are exchanges between the U.S. dollar and European euro, the U.S. dollar and the Japanese yen, and the U.S. dollar to the British pound Sterling. We cannot accept any responsibility for any loss or speculation about the damages or the accuracy of the data. The prices in the US Dollar or Euro on Crypto Money Exchange Sites may differ.

In addition, every halving event risks the miner’s exodus or death spiral. This starts with miners abandoning the network due to the reduced block reward, pushing the coin’s value down. Subsequently, others follow suit, leading that crypto to a death spiral. These are called halving events which reduce the coins going into circulation.

However, by the time you read this article, the figure might be quite different. The most effective way to minimize your crypto capital gains tax is to own the asset for over 12 months, as this will give you a 50% discount. The Swyftx cryptocurrency tax calculator will ask you if you’ve held your crypto asset for 12 months. If you have, the calculator will automatically apply a 50% discount to your capital gain.

Look at its price history and the total supply of coins/tokens being created. Don't succumb to FOMO and buy into a coin that has just skyrocketed in price because of hype; this is a surefire way to lose money quickly! Stay away from hype-driven coins and focus on projects with real-world use cases instead. There’s never a “perfect” time to start investing as it’s impossible to time the market. Potential investors looking to buy into this week’s dip should understand that fluctuations are par for the course, and be prepared for this kind of volatility going forward.

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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 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.

The taxes on crypto gains are the same as the regular income rates, which range from 10% to 37%, depending on your income. You can use FlyFin’s crypto gains tax calculator to figure out how much you’ll be taxed for your crypto. Also, credit cards and debit cards are probably a safer alternative to holding a bunch of cash. However, keep in mind that a lot of cards not oriented towards travel perks will have foreign transaction fees. While modern currency is physically represented by coins and paper bills, most large-scale currency transactions are done https://arthurgptd031.shutterfly.com/54 electronically. Modern technology utilizes sophisticated currency exchange mechanisms and systems to exchange currencies between digital accounts rather than physically.

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"