Our Thoughts On Investing In Cryptocurrency

So what are some of their benefits and why should you invest in them? If you invested $1,000 in bitcoin in 2010, it would be worth roughly $287.5 million today. Cryptocurrencies may appeal to minorities who have tended to be warier of conventional investments than white investors are. According to the Ariel-Schwab survey, black Americans are more likely to think stockmarkets are untrustworthy than white Americans (30% versus 23%).

  • Alternatively, if you prefer to outsource your active investing, there is an ever-growing number of funds you can leverage.
  • If you’re looking for advice on how to invest in cryptocurrencies for the long term, you’ve come to the right place.
  • When BTC loses value against the dollar, all other coins lose value and vice versa.

Let’s quickly review the main areas that should be on the radar. Of course, the first and final refrain for treasury must always be that the governance of digital assets is a living and adaptive process. It https://investmentalk.com/ constantly follows and must adjust to market and risk realities. Trusts are a good option for those who want don't want to manage safeguarding their own cryptocurrency, and pass on wealth from coins to loved ones later down the line. Robo-advisors like Wealthfront allow you to invest up to 10% of your portfolio in these trusts so you can eliminate some risk.

Now, God have send me a helper that helped me recover all my money. I’m surprise to recover all my lost funds from my scam brokers. A disadvantage of these funds is that their fees are higher than those for passive products. Comparable to hedge funds in other asset classes, they often charge a 2% annual management fee and 20% performance fee, though it depends on the specific fund.

Tip#5 Underlying Assets Create Volatile Market Conditions

While investing is a long-term endeavor based on the buy-and-hold strategy, trading is meant to exploit short-term opportunities. The good news is there are many ways of making money with cryptocurrency. Since 2011 there has been consistent growth in developer activity, social media activity, and the number of start-ups created in the cryptocurrency industry. The cryptocurrency industry is still in its early stages of development. As the crypto-assets increase in price, more people come into the industry.

Following an account and money transfer, you need to decide on the coins you intend to invest in. By far, some of the popular ones are Bitcoin, followed by other altcoins such as Ethereum, Cardano, Binance Coin, Tether, XRP, and Dogecoin, to list a few. The “crypto” in the name refers to the fact that transaction details are https://investmentalk.com/ encrypted on the blockchain, with cryptocurrency owners holding a digital “key” that proves that they own the currency. Reporting for TODAY, NBC’s senior consumer investigative correspondent Vicky Nguyen breaks down what cryptocurrency is, how to know whether it’s trustworthy, and red flags to be aware of before diving in.

Some sessions may provide better trading opportunities if the cryptocurrency you’re planning to trade has higher volume or volatility in that time frame. For example, a cryptocurrency based in China, such as NEO, may see more trading volume during the Asian session. This method follows similar trading sessions as in the foreign exchange market. Though Bitcoin’s importance continues to drive crypto markets, it’s also key to familiarize yourself with the new blockchain projects and protocols that go beyond Bitcoin’s store and transfer of value. Regularly following the news to gauge where the blockchain space is headed is critical to becoming a successful long-term investor in crypto.

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"