The volatile and ever-changing crypto market may appear difficult to gauge but with a well-planned strategy and clearly laid out goals, trading can become a more engaging and manageable affair. We take you through three main kinds of trading strategies that will help you invest better in cryptos. Cryptocurrencies are a goldmine for day traders because of their volatility. The volatility provides the perfect environment that traders need to produce significantly larger gains. However, it also demands adequate risk management practices from traders. Simply relying on tips or recommendations from experts can and will put your money at risk.
Readers of CryptoElate’s report can also find a list of rules to remember when using any of the swing strategies it outlines. The rules include managing time effectively, watching for converging indicators, and learning to handle trading pressure. For all of the bots listed above, Quadency users can run up to 200 backtests per day, making it a valuable tool for technical https://www.paperscrypto.com/ analysis. Overall, backtesting provides data for traders to use when adjusting their portfolio in order to maximize returns and minimize risk. Bitcoin and other crypto assets are unique in that their supply follows a known-in-advance set of rules that are programmed into the protocol. You have 10 Ethereum coins in your crypto wallet and the price of one ETH is $100.
Automated Trading Bots
Any deviation away from the peg creates an arbitrage opportunity. This means arbitrage traders can move the price back to the peg and make a profit for their efforts. When markets are working efficiently, arbitrage opportunities are seldom and the gaps are slim. Crypto currency markets are getting much more efficient than they were a few years back, because there are far more people trading them now. If you are new to cryptocurrency, you can use the information on this page as your guide on how you can buy and sell cryptocurrencies like Bitcoin, Ethereum, to name a few.
- As there is no need to own a digital wallet, once you have opened your account with IG and chosen your platform, you can start trading cryptocurrencies straight away.
- Scalping requires high volatility of the chosen currency pair.
- Research the latest charts to identify which cryptocurrencies have high volatility.
- You can make use of our Oobit blog and price charts to stay informed.
But if the price reverses and the option expires, you benefit from holding a long-term position in BTC plus a $700 profit in premiums. It’s a contract that gives you the right to sell a digital asset at a specific price within a given period. Bit.com believes that USD-denominated options will provide users more access to crypto options trading as it is easier to calculate altcoin option price. They offer BTC, ETH, and BCH options and attract both institutional and retail investors.
Certified Cryptocurrency Trader
Assuming you sell your https://www.paperscrypto.com/ pounds for dollars your total profit is then $97.4. This is a very simplified example but it demonstrates how arbitrage works. Crypto currencies trade relative to their underlying paperscrypto.com fiat currency in much the same way as fiat currencies trade relative to one another. The slight problem though is that gold and silver have very long trading histories, going back thousands of years.
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"