To see your conversion history, scroll down to the bottom of your wallet. Since you’re looking to convert crypto, tap on “Crypto Wallet”. To start buying, selling, or converting crypto, tap on “Trade”. "Ukraine government raises over $10 million in cryptocurrency donations". "Atlanta-based BitPay hooks up with PayPal to expand bitcoin adoption". Lack of adoption and loads of volatility mean that cryptocurrencies satisfy none of those criteria.
- Similar to other world currencies like the US Dollar, Japanese Yen, and others that can be broken down into smaller units e.g. cents in the case of the dollar.
- To navigate to your crypto wallet, tap on “Accounts”, tap on “Crypto Wallet”, and tap on the crypto that you’ve converted to (e.g. CRO).
- Download CryptoConvert from these popular Android app stores.
- The process might seem daunting but Swapzone's here to help.
- Enter your own list of fiat and/or crypto currency symbols in the settings.
With Changelly's stellar team, we have developed a unique system to ensure exchanges are fulfilled in the fastest possible time and with immediate customer support. Download the Changelly mobile app to exchange crypto on the go. Exchange Bitcoin and 200+ altcoins in a fast, simple and secure way. This means you can’t use the platform if https://coinsize.eu/ you want to convert a number that isn’t on a website. WazirX has launched the Bitcoin and Crypto Converter to make your crypto journey easier.
On average, the confirmation time for a BTC payment is about 10 minutes. However, the transaction time varies depending on several factors including total network activity, hash rate, and transaction fees. Bitcoin is a digital currency that exists only in the digital world. Bitcoin crypto is a decentralized digital currency that can be used as a means of investment, and even transactions or payments.
This makes lightweight clients much faster to set up and allows them to be used on low-power, low-bandwidth devices such as smartphones. When using a lightweight wallet, however, the user must trust full nodes, as it can report faulty values back to the user. Lightweight clients follow the longest blockchain and do not ensure it is valid, requiring trust in full nodes. Computing power is often bundled together by a Mining pool to reduce variance in miner income.
This means it is a secure form of currency that is devoid of government control. But before doing so, one needs to know certain things so that the actual value of money is not lost once cryptocurrency gets converted into cash. The possibility of losing the value of one's money is quite high due to the volatility of the digital tokens. The price of 1inch in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the Bitcoin.
In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. The price of gas can fluctuate from time to time depending on the network demand. Conversely when the network is under utilized, the market price of gas would decrease.
Bitcoin transactions depend on verification by miners, and it takes about 10 minutes for new blocks to be mined – recording one confirmation. After every new block is mined, your transaction coinsize.eu gains a new confirmation. Many services require between 1 and 6 confirmations to consider a transaction final. Head over to our exchange to swap andreceive your Bitcoin within minutes.
Coindoo cryptocurrency calculator and converter is a rather intermediate platform that you can use to calculate and later convert the price of your crypto. Unlike CoinMarketCap, the Coindoo interface is not so navigable even though the crypto price calculator can easily be located on the right side of the page. You can sell your crypto assets to such exchange services and withdraw the cash straight to your bank account. There are hundreds of crypto coins you can choose from, but there are only a few fiat money available. Fiat money available in this platform includes US dollars, Euro, British Pound Sterling, Ruble, Euro.
Cryptocurrency Converter
The word bitcoin was defined in a white paper published on 31 October 2008. No uniform convention for bitcoin capitalization exists; some sources use Bitcoin, capitalized, to refer to the technology and network and bitcoin, lowercase, for the unit of account. The Wall Street Journal, The Chronicle of Higher Education, and the Oxford English Dictionary advocate the use of lowercase bitcoin in all cases. All content on CaptainAltcoin is provided solely for informational purposes. It is not an offer to buy or sell any security, product, service or investment. In a new announcement, IOG says the development will allow users to swap supported Ethereum tokens (ERC-20) to special Cardano-based tokens.
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"