Some are intended to be units of exchange for goods and services, others are stores of value, and some can be used to participate in specific software programs such as games and financial products. Investors can certainly invest in cryptos themselves, perhaps by buying small amounts of several different cryptocurrencies. But a better way to gain exposure to the sector is to invest in companies -- even bigger, more established companies -- that benefit from increased popularity of blockchain and crypto assets. The revenue crypto service providers are deriving from blockchain tech has explosively grown over the past few years.
- More often than not, they are bought as a form of investment rather than as a means to secure purchases from online shops.
- TheCollegeInvestor.com has an advertising relationship with some or all of the offers included on this page, which may impact how, where, and in what order products and services may appear.
- IG accepts no responsibility for any use that may be made of these comments and for any consequences that result.
- 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.
A digital wallet has a wallet address, which is usually a long string of numbers and letters. A blockchainis a database maintained communally and that reliably stores digital information. The original blockchain was the database on which all Bitcoin transactions were stored, but non-currency-based companies and governments are also trying to use blockchain technology to store their data. I met mine in March when I joined a WhatsApp thread of enthusiasts that is based in the London suburb of Chingford. Every day, about 200 people in The Crypto Crew, as it’s called, trade tips and offer advice. They serve as a help desk to anyone stymied by the baffling architecture and terminology of the crypto universe.
For comparison, some of the most volatile stocks may rarely experience a $100 price swing. Many other retirees wonder the same thing as you, and may be in similar financial circumstances where they’re able to pay the bills and have money saved in their retirement accounts. Your interest rate is fantastic, you’re capable of making the monthly payment from just your pension and Social Security without tapping into your 401 and you have so much of your home already paid off — all wins. Social media is abuzz with celebrities supporting one crypto or the other, or pulling it down. Try to understand the project behind the crypto token you are interested in.
Cryptocurrencies also are not used as a unit of account because prices, trade invoicing, and contracts are not quoted in digital currency units. Finally, cryptocurrencies' ability to serve as a store of value—a safe instrument to preserve the value of people's financial wealth—is severely limited by their notorious volatility. The tremendous surge in the price of cryptocurrencies has attracted the attention of many investors, who may be considering the digital currency as a potential substitute for traditional asset classes in diversified portfolios. But Roger Aliaga-Díaz, chief economist for the Americas and head of portfolio construction at Vanguard, cautioned against speculating in cryptocurrencies, which are largely unregulated and accompanied by considerable risks.
Grayscale Bitcoin Cash Trust
Smart Portfolio doesn’t load up https://investmentalk.com/ too much on one type of investment, or in too few sectors, which can be critical to weathering market volatility and achieving your long-term financial goals. It is the term used to describe the initial deposit you put up to open and maintain a leveraged position. When you are trading cryptocurrencies on margin, remember that your margin requirement will change depending on your broker, https://investmentalk.com/ and how large your trade size is. Leverage is the means of gaining exposure to large amounts of cryptocurrency without having to pay the full value of your trade upfront. When you close a leveraged position, your profit or loss is based on the full size of the trade. Exchanges bring their own steep learning curve as you’ll need to get to grips with the technology involved and learn how to make sense of the data.
This study tries to explore how crypto-currencies affect the individual investors’ switching intention of investment behaviors to CC financial market with different characters of adoption progress. The first one is pushing-effect, which indicates the factor that drives individual investors away from traditional financial market to CC investment market in describing the possibility of low return and high loss . Pull effect is the second one, which attracts individual investors to adopt CC as a useful investment tool. The last but not the least one is mooring effect, which indicates those factors that may constrain individual investors’ switching intention behavior .
Day In Pics: May 30, 2022
This is achieved by utilizing the diversification benefits highlighted by modern portfolio theory. The portfolios aim to optimize returns given a user’s overall risk profile. Diversification and asset allocation investmentalk.com do not guarantee a profit, nor do they eliminate the risk of loss of principal. Stash does not guarantee any level of performance or that any client will avoid losses in the client’s account.
<img src="data:image/jpeg;base64,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"