She holds her Master’s in Public Policy from Georgetown University , a Master’s in Business Administration and Bachelor of Accounting from the University of Dayton . We’re transparent about how we are able to bring quality content, competitive rates, and useful tools to you by explaining how we make money. While we adhere to strict editorial integrity, this post may contain references to products from our partners. Kenneth Chavis IV, CFP®, provides guidance to business owners, entertainers, professional athletes and medical doctors on growing and protecting their wealth. Bankrate senior reporter James F. Royal, Ph.D., covers investing and wealth management.
Cryptocurrency assets are accessed using a key that’s not retrievable if lost. Similarly, if you lose access to the place where you store your key, you will effectively lose possession of https://sharemontinvestments.com/ your cryptocurrency. Here are some aspects to consider about cryptocurrency investing in general, as well as differences between investing directly in the spot market vs. indirectly.
Fewer coin options than its international parent company, Binance. User verification can take from a few minutes up to several days, depending on the exchange and the level of verification required. Exchanges often offer tiered verification levels, with lower tiers requiring less information. Lower verification tiers, however, usually come with lower deposit and withdrawal limits. To start, you typically need to provide an email address and a password to initiate account creation. Next, you will receive an email asking you to confirm that you are the owner of the email address you provided.
The investment strategies mentioned here may not be suitable for everyone. Each investor needs to review an investment strategy for his or her own particular situation before making any investment decision. While several investment firms have submitted applications to the SEC for ETFs that hold cryptocurrency directly, none have been approved to trade in US markets. No, Schwab does not accept cryptocurrency deposits, nor do we accept or disburse cryptocurrencies for settlement of securities or futures transactions. For investors interested in cryptocurrency, Schwab has several choices for gaining exposure to cryptocurrency markets, though spot trading of cryptocurrency is not currently available. One of the advantages of spread betting and trading CFDs is that you only need to deposit a percentage of the full value of your position to open a trade, known as trading on leverage.
I am sorry because I am unable to give you a personal recommendation as we are a comparison website and general information service. You will also need to put in the time to learn how each platform works, where each feature is, and how to utilize it. Kindly spend some time with it and continue doing your research. You may find a list of trading platforms on the page you’re viewing. You may click the green “Go to site” button and/or the links for you to read more pertinent information about each option. The cryptocurrency markets are largely unregulated compared to more traditional markets.
Cex Io Made It Easy To Work And Earn With Crypto
Indirect investing in trusts, ETFs and mutual funds can involve high expenses, with fees exceeding 2% or more of the investment. Cryptocurrency futures are leveraged products, meaning you could lose more than you initially invested. Experienced traders typically use cryptocurrency trading bots to execute their strategies, because they tirelessly follow complex trading plans faster and more reliably than a human ever could. Derivatives trading offers much more flexibility than simply buying and selling cryptocurrencies, but it’s also more complex and better suited to advanced traders.
When asset prices move quickly in either direction and the market itself is relatively thin, it can sometimes be difficult to conduct transactions as might be needed. To overcome this problem, a new type of cryptocurrency tied in value to existing currencies — ranging from the U.S. dollar, other fiats or even other cryptocurrencies — arose. These new cryptocurrency are known as stablecoins, and they can be used for a multitude of purposes due to their stability. Whether you have decided to trade bitcoin, ether, litecoin or another cryptocurrency, all you need to do is open the deal ticket for your chosen market, and you’ll see both a buy and a sell price listed. You’ll be able to decide the size of your position, and then select buy to open a long position or sell to open a short position. Remember, you can add stops or limits to close your trade once it hits a certain level and protect your trade from unnecessary risks.
I’d like to view FOREX.com’s products and services that are most suitable to meet my trading needs. Cryptocurrency trusts and mutual funds can involve high expenses, with fees exceeding 2% or more of the investment. According to the Federal Trade Commission, "Many people have reported being lured to websites that look like opportunities for investing in or mining cryptocurrencies, but are bogus." With no ties to banks, regulators, or governmental policies, cryptocurrency theoretically provides user autonomy. Several mutual fund and ETF products invest in Bitcoin futures contracts, providing clients with a brokerage account a way to get indirect exposure. Bitcoin futures contracts are agreements to buy or sell a specific quantity of Bitcoin at a specified price on a particular future date.
The practice of buying cryptocurrencies from one market and selling them in another market to profit from price differences is known as arbitrage trading. The trader makes money by taking advantage of the low price correlation among crypto assets offered on two or more exchanges. Your crypto trading strategy is a fixed plan that you design to achieve profitable returns when buying or selling in the crypto markets. This plan employs various analytical tools to identify predefined market conditions and price levels, including important resistance and support areas. Especially when you want to manage your assets over multiple exchanges.
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"