In order to do so, it is very important to learn the common mistakes that newcomers are likely to make in the market and avoid falling into the traps that are laid by the market whales. As a Cryptocurrency trader, it is very important to know how to assess your risks and when to cut https://jaspertqlr.bloggersdelight.dk/2022/06/09/9-best-crypto-trading-bots-for-2022/ your losses. Therefore, the main job of a Crypto trader is to make rational decisions about the future price of a digital asset and to turn that decision into profit at the end of the day.
- Crypto options trading refers to the “derivative” financial instrument that derives its value from the price of another asset — in this case, the underlying cryptocurrency.
- That’s usually the first question in the risky, yet exciting, journey of becoming a cryptocurrency trader.
- Those new to yield farming should avoid low-liquidity pools.
- It is needless to say that you should always opt for cryptocurrency exchanges that are trustworthy, secure and robust.
There are a lot of strategies to use when day trading crypto. Read our guide to find out which are the most popular and how to use them. Some cryptocurrencies can be used as money, but others are used for identity, governance, data storage and much more. Cryptocurrency https://www.bitrates.com/guides/crypto-buying-selling-trading/5-basics-to-becoming-a-crypto-trader trading is often seen as more high risk than stock trading, but it depends on what stocks or cryptocurrency you’re trading and how you’re trading it. Trading penny stocks or trading options can be equally, if not more, risky than trading cryptocurrency.
To avoid these schemes, consider trading volume when you select coins or tokens to trade. FOMO can lead you into a lot of bad decisions if you’re not careful. When you’re trading cryptocurrency for profit, it’s important to keep a level head and evaluate opportunities thoroughly. Despite continuous improvements and innovations in terms of exchange safety, exchanges are still vulnerable to hacks and scams.
Binance For Those Who Want To Start With Spot Trading
An interesting quirk of cryptocurrency is that multiple coins tend to rise and fall in tandem. Cryptocurrencies may be appropriate for traders who are looking for a high-risk, potentially high-reward trading instrument. From a digital perspective, blockchain is literally a chain of programmatic blocks. Each block lists transaction details like dates, times, amounts, and traders involved. All of the blocks together are called a chain, which functions like a publicly-accessible, if encrypted, database.
<img src="data:image/jpeg;base64,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"