The company says it has over 500,000 users and tracks over $20 billion worth of crypto assets across 25 blockchains and over 300 exchanges. Its user count has grown fivefold since April 2020 when it first amassed 100,000 users. Credit cards offer some of the lowest currency exchange rates. Card companies base their exchange rates on wholesale prices offered to bigger institutions, so you're bound to get a fair rate. You can simplify this process by using a crypto gains calculator. These work by aggregating your data and then automatically linking your cost bases to your sales, using accounting methods like FIFO or LIFO.
- Therefore, in order for Bitcoin to keep its security, a fee market must develop as a financial supplement for miners.
- If you choose the carbon footprint mode, you will see the CO2 emission of any given cryptocurrency, depending on the region.
- Being prepared for a rollercoaster ride will help you navigate that uncertainty with confidence and find success in the long term.
- We write about the distinctions in this post about deducting Ethereum gas fees.
It’s the processing power of your miner, measured in H/S, i.e., hashes per second. Higher hash rates are represented in kilo hashes per second (kH/S), Mega hashes per second (MH/S), etc. These are computer currencies that a skilled programmer can develop with some lines of code. Form 8949, Schedule D. If you are filing in the US, Koinly can generate filled-in IRS tax forms. Koinly uses AI to detect transfers between your own wallets and keep track of your original cost.
This Bitcoin calculator is a simple, convenient way to estimate how much you need to spend to buy the amount of crypto you want. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. This calculator breaks down the annual percentage yield across different timeframes for a given principal (in $) and APY percentage to help estimate earnings. If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices. We have an annual subscription which covers all previous tax years.
Do you have to pay taxes on crypto?
Hey calculate your gains or losses and generate tax reports with your http://brookspqzd399.bearsfanteamshop.com/minepi-reviews 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 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.
Utah may have regulations on crypto, learn how to buy cryptocurrency legal in Utah. Vermont may have regulations on crypto, learn how to buy cryptocurrency legal in Vermont. Virginia may have regulations on crypto, learn how to buy cryptocurrency legal in Virginia. Washington may have regulations on crypto, learn how to buy cryptocurrency legal in Washington. Wisconsin may have regulations on crypto, learn how to buy cryptocurrency legal in Wisconsin. West Virginia may have regulations on crypto, learn how to buy cryptocurrency legal in West Virginia.
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"