Investing in cryptocurrency is the biggest challenge for investors or beginners to not get involved in hypes which means what’s trending? You can’t predict the nature of cryptocurrencies as it gets volatile. And that’s risky but you need to take risks and challenges in your life. Some platforms require users to deposit a minimum amount in order to buy Bitcoin. Just like any stock or ETF, one can get access to Bitcoin’s price performance as well as the option to sell or buy.
Like so many of the cryptos themselves, those newer companies may not survive, taking all your money with them. You can purchase Bitcoin on one exchange, then move onto another by connecting your cold wallet to another exchange. EToro serves as an investment brokerage outside the U.S. but is limited to crypto investing only within the U.S. The platform has over 20 million users worldwide, and enables you to trade in 27 different cryptos. Fees range from 0.75% to 5.0%, depending on the crypto you are trading in.
- Investments are Delaware statutory trusts and offer indirect exposure to Crypto.
- Once this happens, the other nodes get to work validating the transaction.
- This is because of people and media alike have a natural tendency to follow existing trends.
Bitcoin is the largest and most popular cryptocurrency by market capitalization. While Bitcoin is arguably the most important digital currency, most exchanges also give you access to currencies such as Ethereum, Cardano, Stellar Lumens, or Dogecoin. Bitcoin is an exciting digital currency that began an online currency and digital asset revolution. Bitcoin uses a triple-entry bookkeeping system that powers a decentralized system run by many participating computers around the world, known as miners. Bitcoin was first created in 2009 and reached a peak value of more than $60,000 per coin in early 2021.
Cryptocurrency trusts and mutual funds can involve high expenses, with fees exceeding 2% or more of the investment. Cryptocurrency assets are accessed using a key that’s not retrievable if lost. Similarly, if you lose access to the place where you store your https://diigo.com/0oldql key, you will effectively lose possession of your cryptocurrency. The hot wallets are more convenient because you'll be able to access your coins through the internet or a software program. There is no official "Bitcoin" company because it is an open source technology, but there are several different exchanges that facilitate Bitcoin transactions.
Cryptocurrency is all the rage in the investing world these days. Talk of investing in cryptocurrency is on the news, magazines, finance websites, and more. Also, everyone seems to think it's the "new new" when it comes to building wealth.
If you plan to invest in crypto successfully, she explains, be sure that you're financially prepared, and that you understand how the market works. Tesla CEO and social media darling Elon Musk has been a pretty consistent fan of digital currencies. Crypto brand dogecoin soared more than 50% after the billionaire tweeted his approval of it. They're exchanged virtually using cryptography, or a system of secret messages.
Bitcoin can be a risky investment, so it's important to think carefully about your goals and your strategy before you decide. While Bitcoin's price has appreciated dramatically over time, not every person who has bought it has gotten a piece of those gains. Because cryptocurrency markets in general are very volatile, it's nearly impossible to find the "right time" to buy or sell — the price could soar moments after you sell, or plummet as soon as you buy. The second reason is that credit card purchases can be expensive. Credit card issuers treat bitcoin purchases as cash advances and charge hefty fees and interest rates on such advances.
Get In On The Crypto Sector
Like all “potential” money, though, it needs sustained demand to have value. Bitcoin’s protocol limits it to 21 million coins in total, which gives it scarcity, and therefore potentially gives it value… if there is demand for it. There is no central authority that can unilaterally change that limit; Satoshi Nakamoto himself couldn’t add more coins to the Bitcoin protocol if he wanted to at this point. These coins are divisible into 100 million units each, like fractions of an ounce of gold. You only need a Vivid Account and €0.01 to invest inany EU and US companiesthanks to fractional shares.
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"