How To Use Crypto For 'buy Now, Pay Later' Transactions

You may also receive bitcoins as part of commercial transactions. Regardless of how you came by your coins, any transaction in the cryptocurrency is reportable to the IRS at tax time. Bitcoin is one kind of digital currency or cryptocurrency, a way to pay for things that exists only virtually. The currency debuted in 2009 and really broke into mainstream consciousness in 2017 with its rapid rise that year. Coins are created, or “mined,” when computers that organize the currency process and legitimize transactions in the currency.

Bitcoin miners use software that accesses their processing capacity to solve transaction-related algorithms. In return, they are awarded a certain number of bitcoin per block. This entices cryptominers to keep solving the transaction-related algorithms, supporting the overall system. And as the popularity of bitcoin as a payment method and investment option rises, more people are seeking ways to securely store their bitcoin and also easily use it when the need arises. Beyond storing bitcoin, a Bitcoin wallet also lets you send and receive bitcoin from other wallets securely.

A brass token with a private key hidden beneath a tamper-evident security hologram. A part of the address is visible through a transparent part of the hologram. Individual blocks, public addresses and transactions within blocks can be examined using a blockchain explorer. You can buy and sell stablecoins with fiat using your Coinbase or Gemini account. Alternatively, if you have other digital assets you can use the Exodus built-in exchange to trade other digital assets for these stablecoins. Bitcoin ATMs generally send any purchased crypto to the crypto wallet's receiving address you provide.

Simplified chain of ownership as illustrated in the bitcoin whitepaper. In practice, a transaction can have more than one input and more than one output. Bitcoin, has been described as an economic bubble by at least eight Nobel Memorial Prize in Economic Sciences. Journalists, economists, investors, and the central bank of Estonia have voiced concerns that bitcoin is a Ponzi scheme.

How Do You Buy Bitcoin?

And finally, comparisons between bitcoin and gold, which fit with trends in the global economy. To sell with a Bitcoin ATM, get the deposit address from the ATM. To buy from a Bitcoin ATM, enter your crypto wallet address. A decentralized exchange connects buyers and sellers for peer-to-peer transactions. There's no middleman to facilitate trades, like there is with centralized exchanges. A couple of the most popular decentralized exchanges are Bisq and LocalBitcoins.

However, your downside is more limited by owning directly, while you can lose more money https://writeablog.net/celeifbmej/bankrateandrsquo-s-editorial-team-writes-on-behalf-of-you-andndash-the-reader with futures. As you’re considering how to buy Bitcoin, you’ll want to evaluate the following factors, since they should influence your choice of where to buy it or whether to ultimately avoid it altogether. Bankrate follows a strict editorial policy, so you can trust that our content is honest and accurate. Our award-winning editors and reporters create honest and accurate content to help you make the right financial decisions.

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"