Are Bitcoin, Ethereum And Other Cryptos Still A Good Investment?

Other investments will fall into the medium and low-risk categories. If you are determined to include cryptocurrency or other high-risk investments in your long-term portfolio, you should also consider mixing in low and medium-risk investments. If you’re interested in owning cryptos and buying them, as well as exchanging your cryptos for others, you can sign up for an exchange like Coinbase, Kraken, or Gemini. With these exchanges, you can easily buy coins with fiat currency and then hold them to see if they’ll grow in value or even exchange them directly for other coins. Start by learning about cryptocurrencies and how they work. A big thing to know about how to invest money is that it’s important to be careful and understand what you’re getting into.

  • Firstly, you’re trusting that the company who made your wallet hasn’t logged all the private keys with a plan to raid wallets in the future.
  • If you see it that way, you may want to continue holding your position or use a dip in the price to invest more.
  • You probably even know a few people who have dabbled in it.
  • They do what the crowd does, believing that everyone else must know more than they do and that there's safety in numbers.

What sets binance coin apart from its competitors is that it was created by a company instead of a group of tech developers. Although binance coin’s commitment to maintaining a strong blockchain has won over many skeptics, some investors remain leery of this cryptocurrency and its potential security issues. Bitcoin is a good investment for those willing to take the chance on an emerging financial technology with the potential to change the world.

You can begin diversifying your portfolio by buying an altcoin like BNB, which is a utility token with many use cases. The easiest method to buy some crypto is to use your credit card or debit card with the Convert feature. In contrast, technical analysis considers previous price action and volume data to try and predict future price movements. The technique usually involves candlestick charts and TA indicators, such as moving averages and trend lines. A good rule of thumb for creating your emergency fund is having three to six months of living expenses put away. This is enough money for things like your rent, mortgage, car payments, bills and groceries.

Coinbase Vs Robinhood: Which Is The Better Crypto Brokerage?

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These fees will kill your investment quickly if you decide to go for the minimum investment.. I recommend you try a few different exchanges as people have proved to have different tastes when it comes to cryptocurrency investing. Once again, investing an amount you’ll feel emotionally detached from is essential, whether your assets go up or down.

Bitcoin Doesnt Fit Into An Asymmetric Risk Profile

Several companies, including Tesla and data analytics firm Micro Strategy, have announced large purchases of bitcoin. They have also announced they will start accepting Bitcoin for payment. 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 boringbitcoinreport.com is known as a “hash.” The blockchain adjusts the difficulty of mining bitcoins based on how many miners are operating on the network. For ledger entries to be successfully added to a blockchain, all computers on the network must agree that the entries are accurate. If they all agree, the ledger entries are added and a cryptocurrency such as bitcoin is issued as a payment.

The foreign exchange market and derivatives such as CFDs , Non-Deliverable Bitcoin Settled Products and Short-Term Bitcoin Settled Contracts involve a high degree of risk. They require a good level of financial knowledge and experience. Binance USD is a stablecoin that was founded by Paxos and Binance in an effort to create a cryptocurrency backed by the US dollar. To maintain this value, Paxos holds an amount of US dollars that is equal to the total supply of BUSD. As with other stablecoins, BUSD gives traders and crypto users the ability to engage in transactions with other crypto assets while minimizing the risk of volatility. One of the most popular strategies for investing in Bitcoin relies on the asset’s volatility.

Nope—they aren’t embarrassing rock band names from the ’90s. The odds today of guessing the correct hash for a bitcoin are 1 in https://boringbitcoinreport.com/ 17.5 trillion. Miners are trying to maximize the amount of guesses per second to discover correct hashes before other miners.

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"