However, it would be best to choose from a platform that has a pool of several different cryptocurrencies. In addition, those who have a historical analysis of cryptocurrency would help you better when it comes to making an informed opinion. CryptoCompare helps crypto enthusiasts calculate mining metrics based on the network’s hash rate depending on the power consumption and electricity cost. The platform isn’t that straightforward for those new to the crypto world, so they will need to get more knowledge before they can make use of the platform’s functionalities.
- You http://landennnxw167.raidersfanteamshop.com/pi-network-defi-crypto-analytics-user-data can also get real-time and historical trends in the BTC value for your exchange of choice.
- Coinsurges introduces a crypto calculator for checking rates and making purchases easy and hassle-free along with staying updated with cryptocurrency news.
- The "PIN" refers to a personal identification number that the cardholder enters to authorize payment.
- Tax Guides Learn how cryptocurrencies are taxed in your country.
- Also, credit cards and debit cards are probably a safer alternative to holding a bunch of cash.
If you would like your accountant to help reconcile transactions, you can invite them to the product and collaborate within the app. We also have a complete accountant suite aimed at accountants. CryptoTaxCalculator helps ease the pain of preparing your crypto taxes in a few easy steps. Add any historical crypto income such as mining, gifts, or even exchange rewards like airdrops.
You should also create a portfolio of different coins or tokens so that if one project performs poorly, there will be others that still have the potential for growth. When you're investing in cryptocurrency, it is essential to do your research. You should know what you are investing in and have a general idea of how the coin or token works. Calculating crypto taxes can be tricky, especially when you're new to the world of cryptocurrencies. There are so many different types of cryptocurrencies, each with its own price fluctuations. The daily reinvest rate is the percentage figure that you wish to keep in the investment for future days of compounding.
Bitcoin, for instance, has experienced downhill trends since its inception, and there will likely be more in the future. When the market goes down, it's good to resist the urge to sell everything you own and re-invest into similar assets currently performing well. It's essential to only invest what makes sense for your financial situation and risk tolerance level.
What if the cryptocurrency tax calculator shows a loss?
It might seem counterintuitive at first glance, but it pays off in terms of your investments' success rate down the road. If you want to limit losses on an investment, place a market or limit sell order before your entry price. It's important that you select a reasonable point since prices can fluctuate significantly over short periods (hours/days). A stop-loss order is an order to sell a security once it reaches a certain price. It can be used to limit losses or protect profits, but if the price drops below the stop-loss price, the stop-loss order becomes a market order. You should take your time researching projects before investing in them so that you know what they do and how they operate, as well as the team behind them.
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"