Why Is Crypto So Important And Should I Care?

All of these social media and content-sharing sites gather your personal information, and then share it with advertisers so that they could target their ads at you. Not something you'd need to worry about with a decentralized platform, though. You see, out of all of the best cryptocurrency options on this list, BCH has had one of the more interesting inception stories. The developers who implemented the fork did so in order to solve one of the most notable Bitcoin's issues - lack of scalability. Based on what I just explained, Ripple’s future in the financial industry could be a good one. You should watch out for Ripple and learn more about their partnerships.

"We know that on average stocks return about 6% more than bonds. That's because we've had 60 to 100 years to see the average returns on stocks and bonds." When it does, the scammers sell out, often pushing the price down for everyone else. These scams are prominent, and they took in more than $2.8 billion worth of crypto in 2021. Simply a new, digital form of an old con primed to swindle and scam. But investors see the world of digital coinage as a step forward -- a kind of "Money 2.0" that'll democratize finance and power the metaverse. Crypto Assets Expand your knowledge of investment opportunities in crypto assets on our spotlight page.

  • While paying for things in cryptocurrencies doesn’t make sense for most people right now, more retailers accepting payments might change that landscape in the future.
  • What you own is a key that allows you to move a record or a unit of measure from one person to another without a trusted third party.
  • Because of its tolerance to volatility, FTT has been widely used in the crypto market.
  • Crypto assets are generally well suited to a buy-and-hold strategy.
  • Flow average price will trade between a maximum price of $8.44 and a minimum price of $7.14.

Contrary to popular belief, miners are not solving complex math problems but instead are attempting to discover a unique 64-digit number to approve new blocks to add to the blockchain. This number is known as a “hash.” The https://www.btcthread.com/ blockchain adjusts the difficulty of mining bitcoins based on how many miners are operating on the network. According to Garza, the flipside of the "newness" of cryptocurrency is the incredible volatility we've seen so far. Simply put, investing in cryptocurrency isn't for the faint of heart. But, not everyone thinks investing in cryptocurrency is a good idea — at least not for the average investor.

Is the scenario the same as the CRO price since it gave a return on investment of over 500% in 2021? We’ll find out shortly in this CRO price analysis 2022 article. Instead of investing $1,000 every month, you can adjust the amount to start with $400 per month and invest more to compensate when the prices go down and that is how to invest in Bitcoin. This happened to a lot of investors back in late 2017 when cryptocurrency was booming.

Is Terra 2 0 A Good Investment?

This decentralization means that blockchain technology validates these digital transactions without oversight or intermediaries. While cryptocurrencies are generally meant to serve as a medium of exchange, much of the attention they receive is as a financial investment. This is an important statement for investors as they think about their overall investment portfolio strategy. If an asset’s changes in value are moving with another investment, these two assets don’t offer investors protection in the event of a downturn. Instead, you’d prefer your assets not to be correlated so that if one of them falls, the other one isn’t necessarily falling, too.

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"