If your aircraft is equipped with four engines and one dies, you still have three more engines to keep you in the air. Bitcoin even has ATMs where you can buy and sell digital currency with cash or a credit card. These kiosks connect directly to the Bitcoin exchange, so you can buy digital currency in person.
- Units of cryptocurrency are created through a process called mining, which involves using computer power to solve complicated mathematical problems that generate coins.
- Cryptocurrencies are speculative investments, with significant volatility of cryptocurrency prices and the prices of indirect investments that have exposure to the cryptocurrency market.
- After all, you don’t wants to end up like this guy with half a billion in Bitcoin lost somewhere in a garbage dump.
- LTC operates on an open source network around the world that is not centrally regulated, and it uses “script”, a password key generation function.
Most reputable crypto projects have publicly available metrics showing data such as how many transactions are being carried out on their platforms. If use of a cryptocurrency is growing, that may be a sign that it is establishing itself in the market. Cryptocurrencies also generally make "white papers" available to explain how they'll work and how they intend to distribute tokens. Cryptocurrency is a relatively risky investment, no matter which way you slice it. Generally speaking, high-risk investments should make up a small part of your overall portfolio — one common guideline is no more than 10%.
Terra uses LUNA to stabilize the value of its stablecoins, putting it “in the center of the shock absorption process,” Matt Hougan, chief investment officer at Bitwise Asset Management, told CNBC Make It. In the event Terra’s stablecoins fail to maintain their pegs to fiat currencies, LUNA’s performance could suffer, Hougan said. Many of the offers appearing on this site are from advertisers from which this website receives compensation for being listed here. This compensation may impact how and where products appear on this site .
Estimated Buy And Sell Price
This information may be different than what you see when you visit a financial institution, service provider or specific product’s site. All financial products, shopping products and services are presented without warranty. When evaluating offers, please review the financial institution’s Terms and Conditions. If you find discrepancies with your credit score or information from your credit report, please contact TransUnion® directly.
Our unique selection of investment products, award-winning customer support team and behaviourally-driven rewards program creates an investment experience unlike any other. Every day, get fresh ideas on how to save and make money and achieve your financial goals. As for the https://investmentalk.com/ coin itself, Bloomberg reported on April 7 that avalanche beat out ether as Terra’s reserve currency for its own UST stablecoin. Luna Foundation Guard, the nonprofit organization that supports Terra, will acquire $100 million worth of avalanche as part of that initiative.
Sometime between then and now, bitcoin and other cryptocurrencies went from being a computer science project to an investment, and everything changed. Suddenly, brokers were offering the ability to invest in cryptocurrencies in minutes, even seconds, letting people test their investing chops on the volatility of the coins’ prices. Everybody comes to crypto investing with their own agenda, whether swift and deliberately or slowly over time. And for younger consumers, crypto may even seem inevitable for our social media-driven future. Many long-term investors also earn interest on their digital assets while holding them. If you're holding Bitcoin, Ethereum, or other cryptocurrencies, you might as well earn interest on https://investmentalk.com/ them to accumulate more coins over the long-term.
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"