Is Bitcoin A Good Or Safe Investment?

IG accepts no responsibility for any use that may be made of these comments and for any consequences that result. The risks of loss from investing in CFDs can be substantial and the value of your investments may fluctuate. You should consider whether you understand how this product works, and whether you can afford to take the high risk of losing your money.

(That check will turn out to be fake.) They’ll tell you to withdraw some of that money, buy cryptocurrency for a made-up “client,” and send it to a crypto account they give you. But if you do, the money will be gone, and you’ll be on the hook to repay that money to your bank. For an overview of cryptocurrency, start with Money is no object.

Put another way, they only rise in value when new investors pay more than previous investors did, not when sales and profits rise. This presents a good opportunity to discuss overall risk tolerance with your clients and make sure they understand what their true risk https://fortunetelleroracle.com/credit-score-improvement-tips/bitcoin-cryptocurrency-exchange-532210 tolerance is. If a client is risk-averse, you may want to advise them to steer clear of crypto investing. In fact, up to 43% of investors already own at least some cryptocurrencyand there are currently almost 100 million Coinbase accounts. It’s prudent to know how to field clients’ questions about cryptocurrency investing and offer a thoughtful response. If nothing else, you don’t want to be left out of the conversation.

  • GPUs remain a fundamental piece of hardware for the creation and management of crypto assets.
  • The list of available products includes GBTC, ETHE, BITW, BCHG, GDLC, LTCN, and OBTC.
  • Digital currencies like bitcoin are different from traditional payment methods.
  • It is a combination of multiple statistical analysis methods that can simultaneously test factors, analysis items and relationships between errors.

Yes, cryptocurrencies are extremely volatile in their pricing, but all of them simultaneously failing is an unlikely event. To make profit from investing in cryptocurrencies, you have to carry out a deep study on the obvious coins. This way, you’ll be more knowledgeable about the coins you want to invest in and understand the utility it contributes to the crypto world. One of the core reasons why so many are still in doubt about cryptocurrencies is because they suffered serious loss as a result of the dramatic decrease in bitcoin and altcoins in December 2017. But the big question is, did he do his homework before putting all his money in? He merely heard people's positive testimonies and jumped into it.

The IRS also published Frequently Asked Questions on Virtual Currency Transactionsfor individuals who hold cryptocurrency as a capital asset and are not engaged in the trade or business of selling cryptocurrency. Virtual currency transactions are taxable by law just like transactions in any other property. Taxpayers transacting in virtual currency may have to report those transactions on their tax returns.

Consequently, the results from this analysis suggest that cryptocurrency investors tend to be significantly more enticed to trade according to recent positive news. 2021)), implying that it is not uncommon for investors to indirectly invest in cryptocurrencies through their ordinary brokerage account. We provide suggestive evidence that investors in cryptocurrencies are not actively withdrawing funds following initial cryptocurrency investments, which may be the case if they were also purchasing cryptocurrencies directly.

What Is Blockchain?

This one is the next most popular cryptocurrency after Bitcoin. And even though Ethereum is like Bitcoin with its crypto coins , it’s a little different too. While Bitcoin was created to become an alternative option to traditional currencies like the dollar, Ethereum has evolved into a network that can be used to do old things in new ways. In the crypto world,mininghappens when people use their computers to solve super complicated math problems that make sure new crypto transactions are correct. As a reward for making sure a purchase made with crypto is legit, these people mining are then paid in cryptocurrency. You’ve probably heard of people making (or losing!) hundreds of thousands of dollars by investing in cryptocurrency.

Although Bitcoin might be one of the most widely known cryptocurrencies today, there are many others. The markets for cryptocurrencies remain highly volatile and risky. Before turning your hard-earned cash into crypto, use the resources below from FINRA and other regulatory authorities to learn more about these markets and products. Table IV suggests that they are self-directed clients by showing the low correlation between robo-advice usage and cryptocurrency investments. Thus, it is likely that cryptocurrency investors actively manage their portfolios relative to noncryptocurrency investors.

Our study leverages detailed transaction-level data and allows us to investigate investors’ portfolio changes, investment choices and allocations, and biases. In considering cryptocurrency vs. stocks, remember that stock conveys ownership of a piece of a company. A company’s founder fully owns the company at its inception.

Rating The Top Cryptocurrency Choices

Kirsten Rohrs Schmitt is an accomplished professional editor, writer, proofreader, and fact-checker. She has expertise in finance, investing, real estate, and world history. Throughout her career, she has written and edited content for numerous consumer magazines and websites, crafted resumes and social media content for business owners, and created collateral for academia and nonprofits.

This has led to a rise in cryptocurrency exchanges with dubious and predatory practices. The absence of a central authority means fewer regulations. Investors don’t have to fill a ton of paperwork to buy or sell cryptocurrencies. https://www.forbes.com/advisor/investing/cryptocurrency/how-to-buy-cryptocurrency/ Opening a crypto account requires little personal information, making the process super convenient. After opening an account, your next step is to fund the account either with a debit card or via bank transfers.

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