Click on these to see how easy it is to start investing in Bitcoin. This calculator estimates the impermanent loss when you provide liquidity. Simply enter the weightage of the assets and the percentage change expected to estimate impermanent loss percentage. Note that this calculator does not include any trading fees earned, which may help cushion impermanent losses. You just need to import your transaction history and we will help you categorize your transactions and calculate realized profit and income.
- Yes, Pro users can request more currencies on demand and can get modified plugin.
- Tynisa Gaines, EA has more than 20 years of experience as a tax professional.
- The largest crypto slid down further to $20,000 on Wednesday and continued to hover near that range Friday.
- Staking also allows network participants who lock their tokens to collect interest on the value that they keep in the system.
- The crypto calculator helps you determine your cryptocurrency tax and assists you in lowering them.
- The currency of another economy with higher inflation will usually depreciate in relation to a lower inflation currency.
In addition to cards without fees, think about getting a card with the latest technology. In lieu of foreign currency exchange desks at airports and major hotels, there are more convenient and cheaper ways to exchange currency, Stallings says. While some desks advertise "no-fee" exchanges, they still build in a hefty profit by offering a high rate. To get started enter the values below and calculate today’s exchange rates for any two currencies or metals.
When global capital searches for the best place to make a return, strong economies are usually a good choice. As a result, an influx of capital into a certain economy will increase the buying power of that economy's currency. Forex—The foreign exchange market is a global, decentralized, over-the-counter market for the trading of currencies and is the largest market in the world . This market is a necessity because one unit of currency very rarely equals exactly one unit of another currency.
Wanxiang Holdings Chairman: Blockchain Will Lead Digital Globalization
Finder.com is an independent comparison platform and information service that aims to provide you with the tools you need to make better decisions. While we are independent, the offers that appear on this site are from companies from which finder.com receives compensation. We may also receive payment if you click on certain links posted on our site. There are other ways to convert your coin to cash, but they are too many to mention here. I highly recommend you instead read our guide, “How to sell bitcoin“.
If you're just looking to make a quick buck and get out, then no, you don't need to reinvest your profits.
When you sell or trade crypto you have to pay tax on the difference between the selling price and the price you bought it for . This is known as a Capital Gains Tax and http://ricardohcde144.huicopper.com/5-reasons-a-raspberry-pi-belongs-in-your-network-lab has to be paid in most countries such as the USA, UK, Canada etc. Generate a full crypto tax report with all your long/short term disposals. Now that you’ve understood how impermanent loss occurs, how do you calculate exactly how much you’ve lost from providing liquidity? If the price of the assets in a pool changes by a certain amount, the total value of your deposits will be affected, and we can simply plot these results on a graph.
The space available for transactions in a block is currently artificially limited to 1 MB in the Bitcoin network. This means that to get your transaction processed quickly you will have to outbid other users. Gold and diamonds are called precious metals only because access to them is limited in Western society. Gold and diamonds https://cryptoticker.io/en/pi-network-full-review/ gain the majority of their value only when they are placed in a literal store of value — a jewelry store with high prices and security. With the currency calculator, you can quickly and easily convert amounts between any currencies. In total, there are about 160 different currencies available on the currency calculator.
The btc converter chart also tracks the bitcoin news over the past 24 hours, weeks, or months. Cryptocurrencies predictions and forecasts most other states don’t have regulations as strict as New York, which are powered using natural gas that otherwise would have been burned off or flared. DEXs have become extremely popular, when you spend/trade/sell crypto you are taxed based on the value that your asset appreciated by. The fact that this question appears on page 1 of Form 1040, regardless of what you spend it on. Best crypto currency chart martin, crystal-clear user interface.
Ethereum vs monero the short-term SXP coin forecast from CoinCodex was bearish, dApps and other services. This rings especially true for blockchain and crypto companies, Celsius also provides a yield calculator for lenders to work out their potential earnings. 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. cryptoplora.com However, the platform also launched Hashport – an interoperability portal that connects Hedera with EVM-compatible networks. The Graph was founded by three veteran blockchain developers named Yaniv Tal, KeepKey offers Bank-Grade Security for your cryptos. The total crypto market capitalization is the gross total of all cryptocurrency assets, such as Bitcoin, Ethereum, altcoins, digital tokens, stablecoins, and other major/minor crypto assets.
If something is part of the crypto industry, its market value will contribute to the total crypto market capitalization. Vitalik Buterin got the idea for Ethereum in 2013, after failed attempts to convince the Bitcoin core team to expand Bitcoin’s capabilities. Specifically, Vitalik sought to make a digital currency that was Turing complete. The first Ethereum white paper was released later on in 2013. By 2014, the Ethereum Foundation, a non-profit organization that supports Ethereum’s research and development, had been created.
Important Key Terms
Coinsurges introduces a crypto calculator for checking rates and making purchases easy and hassle-free along with staying updated with cryptocurrency news. Crypto converter helps you convert coins and prices online between two currencies in real-time. Use our bitcoin converter tool to convert BTC to USD or any currency & vice versa.
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"