This is the case even if you use your crypto to pay for a purchase. If you receive a greater value for it than you paid, you’ll owe taxes on the difference. Binance USD is a stablecoin that was founded by Paxos and Binance in an effort to create a cryptocurrency backed by the US dollar. To maintain this value, Paxos holds an amount of US dollars that is equal to the total supply of BUSD. As with other stablecoins, BUSD gives traders and crypto users the ability to engage in transactions with other crypto assets while minimizing the risk of volatility.
Cryptocurrencies let you buy goods and services, use apps and games or trade them for profit. Here's more about what cryptocurrency is and how to protect yourself. Investors should have a clear goal for buying crypto instead of being pulled in only because the price dropped, he said.
- It includes printing out your public and private keys in a piece of paper which you then store and save in a secure place.
- Because of the decentralized and synchronized network, no single entity controls the data.
- Began as a joke but has grown to be among the most valuable cryptocurrencies.
- This, along with a sound company structure, can help serve as a sign of stability for that marketplace.
- For something that may be less volatile, a stablecoin that's backed by currency like Tether or USD Coin might be a good fit.
Cryptocurrency transactions will typically be recorded on a public ledger, called a “blockchain.” That’s a public list of every cryptocurrency transaction — both on the payment and receipt sides. Depending on the blockchain, the information added to the blockchain can include details like the transaction amount, as well as the sender’s and recipient’s wallet addresses. It’s sometimes possible to use transaction and wallet information to identify the people involved in a specific transaction. And when you buy something from a seller who collects other information about you, like a shipping address, that information can also be used to identify you later on.
Is the scenario the same as the CRO price since it gave a return on investment of over 500% in 2021? We’ll find out shortly in this CRO price analysis 2022 article. Instead of investing $1,000 every month, you can adjust the amount to start with $400 per month and invest more to compensate when the prices go down and that is how to invest in Bitcoin. This happened to a lot of investors back in late 2017 when cryptocurrency was booming.
Why You Can Trust Bankrate
You don’t ask my advice on which number to put your chips on when you play roulette in Las Vegas, I told them. As well as being resource-intensive and inherently wasteful, cryptocurrencies are also incredibly volatile. Prices for the largest cryptocurrencies, Bitcoin and Ethereum, have both dropped by over 55 percentin six months, leading some to suggest that regulation is needed to contain the turmoil.
Among the thousands of cryptocurrencies out there, Ether is second largest cryptocurrency only to Bitcoin in terms of market cap and is the brainchild of programmer Vitalik Buterin. No longer the exclusive domain of fintech disruptors and day traders, cryptocurrencies and the technology used to trade them, such as Trality’s state-of-the-art crypto trading tools, have gone mainstream. And with mainstream traders and institutions increasingly eyeing digital assets, there can be little doubt that cryptocurrencies have proven themselves to be both popular and successful. Although slumping Bitcoin has been in the news quite a bit recently, it’s clearly not the only game in town. In fact, for many people “bitcoin” and “cryptocurrency” have come to mean one and the same thing, but cryptocurrency markets are awash in alternatives. LUNA 2.0, the replacement coin devised by Terra founder Do Kwon as part of the cryptocurrency’s revival plan, made its debut on May 27.
Risks Of Investing In Bitcoin
Be sure to consider how to protect yourself from fraudsters who see cryptocurrencies as an opportunity to bilk investors. Those wild shifts in value https://www.btcthread.com/ may also cut against the basic ideas behind the projects that cryptocurrencies were created to support. For example, people may be less likely to use Bitcoin as a payment system if they are not sure what it will be worth the next day.
The brokerage makes trades and holds stock in the buyer’s name. Newer firms like Robinhood have streamlined the process, but their offerings https://www.btcthread.com/ aren’t as robust. A buyer also has to disclose personal information, such as their Social Security number and street address.
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"