Cryptocurrency Converter and Calculator, Crypto Currency Value Calculator

Browse a variety of coin offerings in one of the largest multi-cryptocurrency exchanges and pay in cryptocurrency. Copy the trades of leading https://cryptoplora.com/ cryptocurrency investors on this unique social investment platform. Non-US residents can read our review of eToro's global site here.

  • Taking second place is Ethereum , which has a market capitalization of $208,472,933,290.
  • You can then generate the appropriate reports to send to your accountant and keep detailed records handy for audit purposes.
  • If you need to amend your tax return for previous years you will be covered under the one payment.
  • The price shown on this page is updated in real-time every 30 seconds, so there is no need to refresh the page.
  • Also, Bitcoin is always in the list of the first currencies in terms of trading volume.

Whether you are staking on Kraken, lending on Nexo or going long on BitMEX. When you're ready, click the Buy now button — and rest assured, we've made buying Bitcoin just as simple as using this tool. It is automatically updated with the latest price, so it always remains accurate. Just type in how much BTC you would like to buy, and you immediately get a price estimate in your local currency.

Subtract the cost basis of $30,000 from the proceeds of https://postheaven.net/camrusotcb/for-many-across-the-country-cryptocurrency-has-transformed-into-an-investing $32,000, and your gain is $2,000. This amount is subject to short-term capital gains tax and reported on that year's tax returns. Calculating your crypto gainsOnce you’ve assembled your full transaction history, you can start calculating your capital gains and losses. To illustrate the specific details of the calculation, let’s walk through some concrete examples of how to match up crypto trades.

Airport or hotel exchange desk: Thumbs down

At Crypto Head we aim to give people the knowledge to get involved in the fastest moving industry on the planet. The platform lets you withdraw your funds anytime, with one free withdrawal per month. This interest-earning process goes on until you decide to withdraw your crypto. Let’s imagine that you make an initial deposit of $100 to your savings account.

The following example is for the purposes of estimating CGT on profit made from cryptocurrency. Capital gains are added to your assessable income to become part of your income tax. Capital losses may also impact the net capital gains you need to report.

Customer Relationship Summary. Hey there, we created this Crypto Investment Calculator to facilitate your calculations of crypto profits and losses.

Ether stays over $1,200; prior blockchain phones have failed because the market has realized their functionalities are already available via apps that can be loaded onto any old phone. As an investor, make sure you always do your research and ask hard questions about how well a project addresses its market opportunity. We encourage you to learn more about the project's technology, how it works, and whether it has any kind of existing community or real-world use case. The first step to successful ICO investing is learning as much as you can about the projects that interest you.

Mining crypto & self

By connecting your wallets and exchanges, you can receive timely calculations and alerts about your portfolio’s ups and downs. And the best aspect of CoinStats is that it’s completely secure and trusted by more than a million monthly active users. If you're ever approached with an investment opportunity that promises high returns—especially if it sounds too good to be true—investigate further before handing over any money!

This means that in theory, it will take just 10 minutes to mine 1 BTC (as part of the 6.25 BTC reward). You’re welcome to contact the creator of this site at Reddit or BitcoinTalk. Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left. Staking crypto has never been so simple in our crypto earning app. Forbes Advisor adheres to strict editorial integrity standards. To the best of our knowledge, all content is accurate as of the date posted, though offers contained herein may no longer be available.

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"