Bitcoin Price Calculator

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.

Beaxy provides advanced charting tools, a revolutionary swipe trading app, world-class FIX and REST API, and FIAT onboarding and offboarding to make for the best possible Bitcoin trading experience. Trade bitcoin in the most sophisticated and simple ways on Beaxy. The transaction is performed without any additional fees on Nexo’s part. Any resulting charges are fees from the exchange that facilitated the trade.

We recommend that you do not trade in the crypto money market without having sufficient information about the crypto money market. Our site is not a Crypto Money Exchange, https://cryptoticker.io/en/pi-network-full-review/ we only offer the values of crypto coins. According to the given information, trading in crypto money exchanges is entirely the visitor's own initiative.

Earning in NEXO means you receive interest payments in NEXO Tokens and benefit from up to 2% additional interest on all your holdings. Now you’re earning daily interest that automatically goes into your Savings Wallet. Get access to the Instant Crypto Credit Lines and high-yield ‘Earn Interest’ account anytime, any place with the Nexo Wallet App.

  • The taxes on crypto gains are the same as the regular income rates, which range from 10% to 37%, depending on your income.
  • Getting http://messiahsnct631.iamarrows.com/crypto-calculator a cash advance on your credit card is an easy way to break the bank, whether you're abroad or in the U.S.
  • Coindoo cryptocurrency calculator and converter is a rather intermediate platform that you can use to calculate and later convert the price of your crypto.
  • The platform lets you withdraw your funds anytime, with one free withdrawal per month.

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.

View the biggest gainers and losers in the market across different time periods to see how the market is changing. Keep track of your portfolio and quickly check how your holdings are performing at any time. Preev relies on ads to pay for servers and improvements—please consider disabling ad blocking on this site. CRO enthusiast, digital marketing specialist and UX / UI product designer with more than 5 years of experience in the online world. How much is a specific amount of Bitcoins in dollars, euros, dollars or pounds. How much is a specific amount of Bitcoins in ADA, Ethereum, THETA, Litecoin, etc., or vice versa.

Any investment in blockchain assets involves the risk of loss of part or all of your investment. The value of the blockchain assets you exchange is subject to market and other investment risks. Godex.io created the most convenient, fully automated, fast converter, with which you can change one of the more than 200 coins for another in a matter of seconds. All popular and promising tokens that may be of interest to you are presented. All new products that are of interest in the market quickly get into the list for exchange on our platform. With that being said, the APY can also fluctuate based on the token price and the total amount of deposits.

WHAT IS CRYPTOCURRENCY CALCULATOR?

Both protocols could have the same APR, but the APY can vary wildly based on how often new tokens are continuously added to your initial deposit. In addition, thanks to the widget feature of the BitConvert - Bitcoin Converter application, you can install the application screen on your desktop and make quick conversions. With its user-friendly interface, it allows you to convert between virtual, crypto, or real currencies. The answer is simple; Download the BitConvert - Bitcoin Converter app and start converting.

The currency calculator of Markets Insider is the ideal tool for you. Enjoy an enhanced user experience that emphasizes ease of use and financial sovereignty. Information provided on Forbes Advisor is for educational purposes only.

Best Crypto Converter

If the yield is generated annually, then the APR and APY should be precisely the same. Below is the APR for farms on Trader Joe, which highlights both the yield for providing the liquidity, as well as the bonus returns from staking the LP tokens in the corresponding farm. The general rule of thumb is that the higher the number of compounding periods, the higher the APY. Sometimes, a protocol may display the APR, or annual percentage rate, instead of APY. The critical difference is that it can be regarded as simple interest, where the effects of compounding are not included.

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"