Transparency is how we protect the integrity of our work and keep empowering investors to achieve their goals and dreams. And we have unwavering standards for how we keep that integrity intact, from our research and data to our policies on content and your personal data. The growing popularity of cryptocurrencies may give you a https://wallstreethack.com/ sense of . The purchases occur irrespective of the underlying asset’s price and at regular intervals. It works on the assumption that the value of the asset will rise in future, thus one must invest regularly or over long periods of time. Rupee Cost Averaging is a strategy where you spread your investment over a period of time.
- Investor Junkie strives to keep its information accurate and up to date.
- 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.
- Mutual funds use futures, which are cash settled, in an attempt to replicate the price action of cryptocurrencies.
- But If you are considering it, here are smarter ways to invest and still make the most out of it.
- Most importantly, there is no rule on same-amount investment.
Since Bitcoin was the largest and most popular cryptocurrency, everything else was defined in relation to it. So, whatever was not Bitcoin was lumped into a derisive category called altcoins. Newer traders should consider setting aside a certain amount of trading money and then using only a portion of it, at least at first. If a position moves against them, they’ll still https://pbase.com/topics/maixenjwhe/epppukq978 have money in reserve to trade with later. The ultimate point is that you can’t trade if you don’t have any money.
Central African Republic Adopts Bitcoin As Official Currency
Because cryptocurrencies are much newer than other assets such as stocks and bonds, investing in them carries different risks, he said. To balance that risk, Kelly suggests making crypto investments a small part of the total money you put into the market. wallstreethack.com Fees may be higher or lower than centralized exchanges depending on the currency you purchase, market rates, and how you enter the trade. If you’re not careful, it’s easy to spend a lot more on network fees when using a decentralized exchange.
When it does, the scammers sell out, often pushing the price down for everyone else. These scams are prominent, and they took in more than $2.8 billion worth of crypto in 2021. Underscore a growing desire from powerful government and corporate institutions to quickly legitimize crypto in much the same way as stocks and bonds. To others, cryptocurrency is simply a new, digital form of an old con primed to swindle and scam.
Most Big Cryptocurrencies Fall As Ripple Tumbles
“The user experience of the apps makes you think, OK, everyone is buying this, so I should buy this,” Noor says. According to Streeter, “the more established investment platforms, like ours, don’t provide chat communities, which can fuel short-term trading behaviour”. Here do these young people go when they want advice on their investments? She started reading about cryptocurrencies online, and the more she read, the more ads for trading platforms she was served on her social media feeds. Because of Covid, Noor hadn’t spent much money over the year. So she bought £10,000 worth of the cryptocurrency bitcoin online, which turned into £18,700 within weeks.
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"