10 Best Cryptocurrency Exchanges & Platforms

As Bitcoin traffic increases, mining activity picks up, and the network demands more energy. What really matters is how much of the energy comes from renewables versus traditional carbon emissions. You need to figure out what it is exactly that you’re trying to gain from the investment, and how you’re going to get there. The volatility of the cryptocurrency could impact more than just Tesla’s bottom line, but also hit its customers should they use the currency to buy cars. Meanwhile, Bitcoin investors welcomed the move, which sent the value of their holdings rocketing up by roughly 18% over the course of the day. While we do our utmost to present fair, accurate reporting and analysis, Betterment offers no warranties about the accuracy or completeness of the information contained in the published articles.

Omar L. Gallaga is a Texas-based culture and tech writer who was a longtime reporter, podcaster, and columnist at the Austin American-Statesman. He's written for NPR, CNN, The Wall Street Journal, Texas Monthly, The Washington Post, and the pioneering TV-recapping site Television Without Pity. By checking this https://theleadbtc.org/ box, you agree to the Terms of Use and Privacy Policy & to receive electronic communications from Dummies.com, which may include marketing promotions, news and updates. Organizational Effectiveness Ensure that you have the right strategy, culture, people, structure and processes in place to achieve your goals.

Step 5: Manage Your Bitcoin Investment

Once you place your order, most, if not all, exchanges will place the crypto into a wallet for you. Coinbase, for example, stores the vast majority of its customer funds offline (98%), meaning that private keys are not on a server that is connected to the internet. If you wish to have more control over your keys, you can choose to custody them yourself and store your keys offline directly. When considering whether to invest in bitcoin or not, I compare bitcoin to an awkward teenager.

  • The company's goal is to fund 100 bitcoin businesses within 2–3 years with $10,000 to $20,000 for a 6% stake.
  • Kiana Danial is the CEO of Invest Diva as well as an internationally recognized personal investing and wealth management expert.
  • Data linked between blocks is what led to the ledger being called a blockchain.
  • Investing in Bitcoin is very risky, and it’s important that you carefully determine your risk tolerance and review your investment strategy before you purchase any Bitcoin.
  • If the market price of bitcoin falls, the gains on your short position would offset some or all of the losses on the coins you own.

There are thousands of financial products and services out there, and we believe in helping you understand which is best for you, how it works, and will it actually help you achieve your financial goals. We're proud of our content and guidance, and the information we provide is objective, independent, and free. Prior to a name change in September 2021, Charles Schwab Futures and Forex LLC was known as TD Ameritrade Futures & Forex LLC. If your account is futures approved, you can request access to trade Bitcoin futures and Micro Bitcoin theleadbtc.org futures through the CME exchange.

While Bitcoin's price has appreciated dramatically over time, not every person who has bought it has gotten a piece of those gains. Because cryptocurrency markets in general are very volatile, it's nearly impossible to find the "right time" to buy or sell — the price could soar moments after you sell, or plummet as soon as you buy. You can buy Bitcoin through exchanges and stockbrokers, or from other owners.

Ftc Warns Companies To Remediate Log4j Security Vulnerability

If you’re taking your first steps into the world of cryptocurrency investing, we recommend asking three questions to gain your footing. Don’t worry, we have some answers to get you moving when you’re ready. And remember, to invest in crypto you don’t have to be an expert. We’re here to be your guide so you can make the best decision for you. The academic literature tells us that volatility of an underlying asset often falls after the establishment of new futures markets for it.

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"