Is Bitcoin A Good Or Safe Investment?

The odds today of guessing the correct hash for a bitcoin are 1 in 17.5 trillion. Miners are trying to maximize the amount of guesses per second to discover correct hashes before other miners. Large groups of shared computing power are known as mining pools, and these mining pools account for the majority of cryptocurrency-mining activity. https://cointelegraph.com/trading-for-beginners/how-to-trade-cryptocurrencies-the-ultimate-beginners-guide 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 blockchain adjusts the difficulty of mining bitcoins based on how many miners are operating on the network.

  • Financial services firm that has already made some inroads into the banking sector, including a subcustody deal with U.S.
  • So, when evaluating a cryptocurrency, the most important questions to answer are how the supply increases, and what will drive demand for the coin higher.
  • But many users prefer to transfer and store their Bitcoin with a third-party hot wallet provider, also typically free to download and use.
  • You can probably see the main appeal of all of this — privacy.
  • For context, the current limit of transactions per second on the bitcoin blockchain is approximately seven, while Visa's network can process 1,700 transactions per second.
  • That is why I always suggest that they should invest monthly in bitcoin instead.

A way to gain exposure is to invest in companies that have a stake in the cryptocurrency industry. Special risks are inherent to international investing, including those related to currency fluctuations, foreign political and economic events. All investment decisions need to take into consideration individuals' unique circumstances, such as risk tolerance, taxes, asset allocation and diversification.

Besides Cryptocurrency Exchanges, Where Else Can I Buy Bitcoin?

Market-based studies hint at consistent inefficiencies across the spectrum. The most promising areas of research for crypto-financial intelligentsia would be delving into establishing trial runs for central bank-backed cryptocurrencies. Investors can maximize asset allocation through a combination of risky assets to reduce high https://penzu.com/p/46dedf4d risk.

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"