When bitcoins are bought with a wire transfer, once the money goes through to the seller, it cannot be charged back, no matter what. Naturally, many sellers prefer that you pay them using a https://www.forbes.com/sites/abrambrown/2022/04/11/bitcoin-miami-crypto-conference/ wire. Simply put, trading platforms connect buyers with sellers indirectly. Sell orders are placed by sellers and picked up by buyers, with no direct communication between the two parties.
- Other peer-to-peer Bitcoin exchanges include theWall of Coins, Paxful, and BitQuick.
- So, don’t worry too much about the cheapest way to buy Bitcoin.
- Here is a summary trading bitcoin which may provide clarity.
- Site a lot of times previous to I could get it to load properly.
They facilitate peer-to-peer trading and have a less rigid registration process. The main drawbacks of decentralized exchanges include lower trading volume, small liquidity, generally poor user interface, and a lack of customer support. If you’re familiar with crypto, chances are you’ve already heard of Coinbase.
You can pay with US dollars that then quickly gets converted to Bitcoin and then back to the retailer as dollars, or you can pay with Bitcoin. I could make a transaction right now in any country, or any person, and I could do it instantly without permission and with basically a less than a penny fee to make that transaction. To me, that's very revolutionary, but we're still in the awkward early phases where it's getting built out. The infrastructure isn't quite there yet, but for those of us who are in the industry, we see it coming. To me, it's very similar to where the internet was in about the late 1990s where personally, I didn't get it early enough. I can send an email to somebody.' I liked it when it made the little ping sound when I got mail.
When Bitcoin Collapses It Doesn't Get Cheap
However, as Forbes explained, Terra is an algorithmic stablecoin, with its value determined by its relationship with another digital asset called Luna. Terra's value is supposed to be held steady by recalibrations in the supplies of both those coins. And it is supposed to be worth $1 of Luna, the article said. Futures trading involves a high level of risk and is not suitable for all investors. Certain requirements must be met to trade futures. Cryptocurrency issuance and trading is currently not well regulated, and additional oversight and regulation in the future is likely.
Therefore, your primary considerations will be safety, convenience and fees. With all that preamble over, let's dive into the steps involved in a smart bitcoin investment. Here are a few things to keep in mind while considering a bitcoin investment. I'll answer these questions bitcointimesmedia.com and more as we discuss how to invest in bitcoin. We strive to present all the information & pricing as accurately as possible, but we cannot ensure that the data is always up to date. If you google the words, “buy Bitcoin lowest fees”, you get thousands of results.
Money Classic
If you want to own bitcoin as quickly as possible and already have a bitcoin wallet, Coinmama may be your best choice. Coinmama features fast account setup and verification. Once you’re logged in, you can buy bitcoin instantly using several payment methods, though there may be a fairly high price tag for those instant purchase privileges. It is, therefore, not uncommon to find new cryptocurrency exchanges offering Bitcoin at a considerably lower price than established platforms.
Gergely is the co-founder and CPO of BrokerChooser. His aim is to make personal investing crystal clear for everybody. Gergely has 10 years of experience in the financial markets. He concluded thousands of trades as a commodity trader and equity portfolio manager. Bitcoin ETNs does not have any fees to hold, and you will be under government guarantee if your broker defaults.
Cryptocurrency exchanges like Coinbase and a few traditional brokers like Robinhood can get you started investing in Bitcoin. Bitcoin is often the first step that investors take into the world of cryptocurrency. And it can https://bitcointimesmedia.com/ be an unfamiliar landscape for someone used to traditional financial products. NerdWallet, Inc. is an independent publisher and comparison service, not an investment advisor.
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"