What Is Bitcoin? A Complete Guide For Cryptocurrency Beginners

If you accidentally send bitcoins to the wrong person or lose your password there is nobody to turn to. Even though Bitcoin is virtual and agree with can't be touched, it is certainly real. Bitcoin has been around for more than a decade and the system has proved itself to be robust.

The proof-of-work method of establishing distributed consensus relies on cryptocurrency miners using high computing power to add blocks to the blockchain. The computing power solves complex puzzles such as math problems for which solutions are easily verified as being correct. The miners are typically rewarded with cryptocurrency and transaction fees.

  • He starts chiseling the details of our transaction into his own block to be added to the blockchain.
  • According to research by Cambridge University, between 2.9 million and 5.8 million unique users used a cryptocurrency wallet in 2017, most of them for bitcoin.
  • Other miners won’t want to help her out, since they’ll be working on the longer fork.
  • However, before doing that, as part of the validation protocol David is required to solve a hard computational puzzle – the proof-of-work.
  • Imagine someone creates thousands of peers and spreads forged transactions.

While there are some places where you can spend bitcoin, many people just hang on to them, like you would with other long-term investments. The price volatility of bitcoin makes it difficult to transact day-to-day purchases -- though a handful of crypto-powered debit and credit cards are beginning to change that. Getting started is as minimally complicated as setting up a Paypal account.

There are many ways you might leak information that can be used to identify your activity on the network. Understanding the risks can help you mitigate them with software and best practices. Miners maximize their profits by confirming transactions with the highest processing fees. Since the demand for transactions fluctuates it can be hard to know the appropriate fee. A variety of fee estimation services are available to help users navigate the fee market.

For example, if you plan on trading them, it may be best to keep them with the crypto exchange or broker where you do your trading, especially if you’re trading frequently or in the near term. While the number of bitcoins may be limited, each whole bitcoin can be split into much smaller units. In practice, bitcoins are divided into fractions of a coin to facilitate payments of very small amounts of real currency. A bitcoin can be officially divided into as many as one hundred million parts, which are called satoshi in honor of the mysterious founder.

They can be used to store contracts between people, and can carry out these contracts automatically. They're not controlled by a government.People in unstable countries where currencies are volatile can use cryptocurrencies as an alternative way to buy goods and services. The evolution of cryptocurrencies has been so rapid that to help you understand how it evolved, we've created this table to show how some of the largest cryptocurrencies are trying to solve different problems.

How To Buy Bitcoin, And From Where?

Blockchain is the technology that enables the existence of cryptocurrency . Bitcoin is the name of the best-known cryptocurrency, the one for which blockchain technology was invented. A cryptocurrency is a medium of exchange, such as the US dollar, but is digital and uses encryption techniques to control the creation of monetary units and to verify the transfer of funds. While bitcoinczechia.com there are different kinds of wallets, each has its benefits, technical requirements, and security. As with exchanges, you should investigate your storage choices before investing.

These features all come together to offer increased scalability on top of quicker transactions, as reduced blockchain congestion allows more users to use it at any one time efficiently. Return must be filed January 5 - February 28, 2018 at participating offices to qualify. Type of federal return filed is based on your personal tax situation and IRS rules. Additional fees apply for Earned Income Credit and certain other additional forms, for state and local returns, and if you select other products and services. Visithrblock.com/ezto find the nearest participating office or to make an appointment.

If it’s not news that the value of Bitcoin has reached a record high of $60,000 (€50,500) for the first time, it’s news that Tesla founder Elon Musk is investing billions in it. The result would be the destruction of a significant amount of wealth. Long-term holders would suffer small losses relative to the price they paid, but cede huge unrealised gains . The biggest losses relative to the purchase price would fall on those who bought less than a year ago, at an average price of $37,000. That would include most institutional investors exposed to crypto, including hedge funds, university endowments, mutual funds and some companies.

<img src="data:image/jpeg;base64,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"