But the big question is, did he do his homework before putting all his money in? He merely heard people's positive testimonies https://www.btcthread.com/ and jumped into it. Therefore, don’t allow FOMO to swing you into making a swift and risky decision just like my friend.
Together, they can help balance reward and risk in an investment portfolio. Cryptocurrency and stocks have some similarities as well as major differences. Investment professionals who recognize the strengths and weaknesses of each can use them in the same portfolio for different reasons. Understanding the strengths and weaknesses of each asset and the role they play in a portfolio is necessary to meet the investor’s goals. We analyze and compare tools to help you make the best decisions for your personal financial situation. Opinions are the author's alone, and this content has not been provided by, reviewed, approved or endorsed by any advertiser.
The Rise Of Using Cryptocurrency In Business
If your bank fails, your checking and savings accounts will be insured for up to $250,000 each. But if your crypto exchange goes bankrupt, gets hacked or simply closes down with little notice, you’re pretty much out of luck. Bitcoin, because it is the closest to the gold standard amongst crypto. Institutions have started to invest in Bitcoin in reasonable number and they have most likely done so as they follow the changing demographic of their clients. And that’s the kind of real risk that an investment can be destroyed by or profit from, if the reality is less severe than the expectation.
Higher interest rates, rising inflation and other changes in the macroeconomy are the true culprit, he said. Bitcoin stood at around $31,332 at midmorning Wednesday but earlier had slipped to below $30,000 for the second time in two weeks and is down some 17% in the last week, according to data from CoinGecko. Ethereum slipped to $2,166 early Wednesday but had rebounded to $2,360 a few hours later. Bitcoin’s blockchain is https://www.btcthread.com/ the most secure, followed by Ethereum. Because security is directly correlated with the ability to take over 51% of the network, smaller networks are smaller targets, but inherently less secure. Fascinatingly, blockchain technology achieves its high level of security by creating incentives to make tampering unprofitable.
This news spilled over into other crypto markets, as traders worried that selling would beget more selling. Then late in 2021 the Federal Reserve decided to reduce liquidity in the financial system, and many cryptos have been on a significant downturn into 2022. That volatility attracts traders looking to make a profit, but it’s nerve-wracking, especially for new investors looking to get started. And traders can expect plenty more of this volatility in the future, as new cryptocurrencies emerge and others fall by the wayside.
We neither see immediate personal utility, so we aren't true believers; nor do we think "bah humbug, this scam will end badly for those pesky kids". Mainly though, as career tech investors https://www.coinbase.com/partner/bitcoin we long ago learned that writing off the new-new thing is usually a mistake. So in investing generally we lean toward growth and our interest in crypto is from that angle.
- In the span of just one year, Bitcoin’s price went from $7,000 USD in April 2020 to over $60,000 USD in April 2021!
- For example, Bitcoin was skyrocketing in November 2021, hitting an all-time high of nearly $69,000.
- So you can’t research and analyze them like you would a public company listed on a stock exchange.
In a bull market, popular cryptocurrencies can see their prices rise sharply and quickly. Proceed with caution — buying into BTC at high prices could lead to nasty losses if it corrects. If you want to trade short term but don’t want to stick to your computer all the time, btcthread.com this time frame may be the right one for you. In traditional trading, traders who hold their positions overnight are categorized as swing traders. So until you get the hang of it, start with a small amount and gradually increase your capital as you gain experience.
Cryptocurrency Investing
That being said, as more institutions and long term players enter the market, the volatility is likely to decrease greatly. Cryptocurrency is a good investment if you want to gain direct exposure to the demand for digital currency. A safer but potentially less lucrative alternative is buying the stocks of companies with exposure to cryptocurrency. The FTX cryptocurrency exchange introduced FTT as a utility token. Because of its tolerance to volatility, FTT has been widely used in the crypto market.
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"