The SEC has essentially shut down all bitcoin ETFs, but that doesn’t mean that the technology... Ticker or name to go to its detail page, for in-depth news, financial data and graphs. By default the list is ordered by descending total market capitalization.
Look into each company and see what measures they take to keep people’s money safe. Do they have a KYC policy for identity verification? Know the answers to all of these questions before you proceed.
- Because it's the opposite of what the US dollar is.
- According to Bitcoin's current code, there cannot be more than 21 million bitcoin in existence.
- In Canada, this is currently the cheapest method of accumulating Bitcoin and truly owning the assets by storing them "offline" in a cold storage wallet.
- The crypto exchange will add technical features to support developers and build on KuCoin's public blockchain; bitcoin outperforms ether.
- In this case, Paypal becomes the worst way to buy Bitcoin, quite frankly.
- Readers and listeners have emailed requesting that we get him on the podcast, and we thought it would be an interesting conversation.
When searching for the best way to buy cryptocurrencies in general, altcoins of all sorts, this exchange stands out. Using your bank account requires verifying your bitcointimesmedia.com identity. But these exchanges know how to make this process smooth and easy. The best way to buy Bitcoin anonymously now is to buy it directly from someone.
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You can get started with most of these exchanges with as little as $5. Plus, Uphold is one of the few exchanges that allows you to trade XRP, DOGE, and more. Plus, when you open a Voyager account, you can earn $25 in BTC after trading $100 in crypto. You need credentials to access your Charles Schwab Bank or 401k accounts. Find out the process of Charles Schwab account creation and logging in.
Depending on what you’re trying to accomplish, you may prefer one type of exchange over another. The most straightforward way to sell your Bitcoin is through an exchange. In most cases, you will be able to use the same platform which you used to buy https://time.com/nextadvisor/investing/cryptocurrency/how-to-invest-in-crypto-without-buying-any-crypto/ cheap Bitcoin in the first place. Some platforms allow you to give a sell order option, selling your coins only when the selling price matches your instructions. Once sold, you will receive the equivalent fiat currency in your designated account.
You’ll need to pay 7-12% fees for buying or selling Bitcoins. Mobile version is available, making it easy for you to buy/sell your crypto assets anytime, anywhere. The obvious advantage of buying Bitcoin through this exchange is that they offer the lowest fees on the market.
You want this 24-word seed phrase as private as possible. So, if anyone/anything asks you for your "keys", never give it out. At BrokerChooser, we consider clarity and transparency as core values. BrokerChooser is free to use for everyone, but earns a commission from some of its partners with no additional cost to you .
Our editors and reporters thoroughly fact-check editorial content to ensure the information you’re reading is accurate. We maintain a firewall between our advertisers and our editorial team. Our editorial team does not receive direct compensation from our advertisers. Brian Beers is the senior https://bitcointimesmedia.com/ wealth editor at Bankrate. He oversees editorial coverage of banking, investing, the economy and all things money. The latest real estate investing content delivered straight to your inbox.
Purchasing Standalone Bitcoin
But that price is subject to rapid change due to the volatility of cryptocurrency markets. It is a good idea to make sure you have more than the price you budgeted for the purchase in your bank account. These wallets are best for small amounts of cryptocurrency or cryptocurrency that you are actively trading on an exchange. You could liken a hot wallet to a checking account. Conventional financial wisdom would say to hold only spending money in a checking account while the bulk of your money is in savings accounts or other investment accounts.
Wall Street is very maligned, and for good reason. Blockchain and digital assets could eliminate poverty. If we look back at transformative discoveries or inventions throughout human history, we realize that only a few innovations really mattered. Fire, the wheel, the internet, and now, the blockchain.
Schwab's Randy Frederick joins the podcast to discuss what investors need to know about where cryptocurrency may be headed. The only difference with investing in BTC is that you have to purchase BTC, first using deposited funds, before you can trade BTC. Although, your initial purchase of BTC is your first opening trade.
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"