Frequently Asked Questions On Virtual Currency Transactions

The number of available coins and their release rate largely influences the price (supply & demand). So, the prices react to how valuable people think the currency is - the market sentiment. When you enable cryptocurrency trading to your tastyworks account, it will create an account at Zero Hash–our cryptocurrency custodian.

  • Coinbase, for example, has an insurance policy worth $255 million.
  • The firm also said it launched a new software platform this week that provides the latest cryptocurrency prices and news to clients.
  • For example, if you want to buy cryptocurrency on your mobile, look for the best cryptocurrency app.

In addition, transactions require a two-factor authentication process. For instance, you might be asked to enter a username and password to start a transaction. Then, you might have to enter an authentication code sent via text to your personal cell phone. If you want to spend cryptocurrency at a retailer that doesn’t accept it directly, you can use a cryptocurrency debit card, such as BitPay in the US. Typically, cold wallets tend to charge fees, while hot wallets don't. What you own is a key that allows you to move a record or a unit of measure from one person to another without a trusted third party.

The default setting shows prices in USD and sorts crypto assets based on the market capitalization. The key metrics such as the closing price, total and available number of coins, traded volume and price https://www.paperscrypto.com/ change percentage are all available at a quick glance. Check out the Performance tab to analyze the volatility and evaluate the performance of a https://www.investopedia.com/best-crypto-exchanges-5071855 particular crypto asset by selecting different time periods. Numerous technical indicators in the Oscillators and Trend-Following tabs can help you determine the trend direction and see what the current market situation is. In general, the cryptocurrency market is considered illiquid, as individual transactions can impact the market as a whole.

Finder monitors and updates our site to ensure that what we’re sharing is clear, honest and current. Our information is based on independent research and may differ from what you see from a financial institution or service provider. When comparing offers or services, verify relevant information with the institution or provider's site.

The authors tested the system with an experiment that demonstrates user-friendly and secure experiences for traders in the cryptocurrency exchange platform. As a result, there is growing skepticism about the relevance of the centralized exchange model, and most institutional participants are utilizing OTC mechanisms to facilitate trading and settlement of crypto assets. There are a number of ways cryptocurrency scammers can steal your money. People set up fake cryptocurrency exchanges, and once investors sign up and transfer their money, they discover they can’t withdraw it. Similarly, people promote fake coins to push the price up and then cash out before the value drops to nothing. We all should take time to fully understand any cryptocurrency says Asset fix recovery network which works on getting scammed funds back, You might buy.

Bitcoin

Steven previously served as an Editor for Finance Magnates, where he authored over 1,000 published articles about the online finance industry. Steven is an active fintech and crypto industry researcher and advises blockchain companies at the board level. Over the past 20 years, Steven has held numerous positions within the international forex markets, from writing to consulting to serving as a registered commodity futures representative. I am pleased to announce the formation of the firm's cryptocurrency trading team, which will be our centralized desk for managing cryptocurrency risk for our clients. The Crypto trading team will be a part of Global Currencies and Emerging Markets , reporting to me, within the firm's Digital Assets effort led by Mathew McDermott. The derivatives Goldman traded, bitcoin futures and nondeliverable forwards, are ways to wager on the price of bitcoin.

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"