If you need to amend your tax return for previous years you will be covered under the one payment. We also offer a 30 day 100% money back guarantee, where if you contact our support team you can collect a full refund. We support all major international exchanges, such as Binance, Coinbase, and FTX. If you used a DEX such as Uniswap, Pancakeswap, or SushiSwap, we have you covered.
Convert cryptocurrencies to fiat currencies, know the values. Benzinga crafted a specific methodology to rank cryptocurrency exchanges and tools. We prioritized platforms based on offerings, pricing and promotions, customer service, mobile app, user experience and benefits, and security.
- Ethereum vs monero you either pre-load a certain amount of Bitcoin onto the card and convert it to fiat currency manually, BlockFi does use two-factor authentication to protect your account.
- Bid Price—The price that a buyer is willing to pay for a unit of currency.
- 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.
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.
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 https://cryptoplora.com/ 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.
Looking at the PREEV crypto converter platform, we can conclude that its website is rather a simple and self-explanatory one. Once you visit the platform, the first thing you will notice is the crypto exchange option. In such an instance, beginners willing to use a crypto price calculator will find PREEV to be a platform that serves cryptoplora.com their needs. Major currencies in the world today take on the physical form of paper bills or coins which are easily carried on a person, but most of a person's currency is typically stored in digital accounts. The value of these currencies is backed by the promise of their issuing governments, which makes them fiat money .
Cryptocurrency Calculator In the world of cryptocurrency, having a calculator at hand is always useful to enable you to keep track of your cryptocurrency investments. Whether you want to convert cryptocurrencies to fiat currencies or work out your cryptocurrency trading profits, our online calculator is the user-friendly tool you need. The rates displayed by the calculator represent market exchange rates, and are provided for informational and estimation purposes only. They do not include any conversion fees or other charges applicable to a conversion or other transaction. The calculator may allow you to calculate exchanges of currencies currently not available through Coinmama. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions.
Bitcoin Btc Currency Converter
According to Stallings, you should insist that your transaction be charged in the local currency or just pay in cash. Stallings warns that some prepaid debit cards can come with substantial fees, may not be usable everywhere and can leave you without funds if stolen. Stallings says if you take money out of a bank that has a relationship with your bank, you may be able to avoid some fees. The impact of this is startling when you look at the total transactions across an entire year—for any one form of currency. Please note that the results shown by the calculator are not 100% accurate.
The Crypto Investment Calculator by CoinStats will make your calculations of crypto profits and losses significantly easier and faster. If your initial investment is $5,000 with a 0.5% daily interest rate, your interest after the first day will be $25. If you choose an 80% daily reinvestment rate, $20 will be added to your investment balance, giving you a total of $5020 at the end of day one. With compound interest, the interest you have earned over a period of time is calculated and then credited back to your starting account balance.
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"