Candlesticks can be used in conjunction with other trading methods to improve your trading strategy. Essentially, fundamental analysis is intensively studying the background of an asset to quantify whether it is currently undervalued or overvalued. The larger the leverage amount, the higher your potential profits are, but the higher the risk as well. When you open a long position you borrow funds from the exchange to increase your buying power, which increases the size of your trade. Short - you make a profit if the price of an asset decreases. Long - you make a profit if the price of an asset increases.
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.
Cost Averaging With Passive Returns
Still, a trading strategy will help traders more easily endure the periods of drawdowns as well as lock in their profits in a timely manner. Most scalpers tend to trade on margin or futures contracts to intensify their profits using leverage. Thus, for this strategy to work, it's crucial to have a massive bankroll.
- Welles Wilder that measures the strength, speed, and change of price movements.
- Be careful not to deviate from the predefined rules you establish for yourself to determine which approaches are producing the desired results and which are not.
- A crypto arbitrage bot is a computer program that examines and compares https://www.paperscrypto.com/ coin prices across exchanges in order to make automated trades that take advantage of price discrepancies.
- Due to the similarities between traditional fiat markets and the cryptocurrency market, there is already a large number of crypto traders out there who use scalping strategies.
- Secondly, no matter what the direction of the prices is, you can make a profit as the price difference can occur while the prices are both decreasing and increasing.
First, let’s begin with the word “hodl,” which stands for hold, but many in the crypto community refer to it as hodl. The origin of this misspelled word is the Bitcointalk forum, where a seemingly drunk trader commented on a significant crash of the bitcoin price. In 2013, bitcoin’s price rose from $15 at the beginning of the year to over $1,000.
Certified Cryptocurrency Trader
Many people trade according to these price targets, which makes reverse trading even more predictable. Of course, a crypto’s price may break through a previous paperscrypto.com support or resistance level. Often, a cryptocurrency will bounce a few times between support and resistance levels before deciding upon a new direction.
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"