There are several types of derivatives, such as futures, options and perpetual swaps, all of which have their own nuances and can be used simultaneously. We performed an in-depth assessment of the features and options offered by nearly 25 cryptocurrency exchanges, crypto trading apps and brokerage platforms that offer crypto trading options. It's likely a good idea to learn how cryptocurrency works before you dive deep into learning how to trade crypto. Cryptocurrencies are digital assets that are powered on the blockchain. Blockchain technology stores a ledger of every transaction of the cryptocurrency on every node powering the blockchain.
- You will need to set an active duration for both stop-limit and OCO orders.
- I’m an alumna of the London School of Economics and hold a master’s degree in journalism from the University of Texas at Austin.
- Murex is an independent company with over 2,500 employees across 19 locations.
- This guide will help you navigate the exciting yet risky world of trading cryptocurrency.
- To start, you typically need to provide an email address and a password to initiate account creation.
They are called candlesticks because of their rectangular shape and the lines above and/or below that resemble a wick. The wide portion of the candle is where the price either opened or closed, depending on its color. The wicks represent the price range in which an asset is traded during that set period of the candlestick. Candlesticks can encapsulate different timespans, from one minute to one day and beyond, and show different patterns depending on the timeline chosen. A cryptocurrency trading strategy must be aware of the tools of the trade favored by whales such as their preferred TA indicators.
For Users Who Stake Their Tokens
Many crypto investors have seen their initial profits evaporate or have http://lanehtyi749.cavandoragh.org/what-is-harmony-coin-how-does-it-work-exchanges seen their profits turn into losses. KuCoin allows users to improve their practical experience through a variety of trading and financial products for as low as $1. Heavy hitter when it comes to the sheer amount of coins available, KuCoin provides access to a wide library of altcoins at low fees. The total value of all virtual coins of a specific cryptocurrency that have entered into circulation. The Bitfinex mobile app adapts the full functionality of the Bitfinex platform for seamless ‘on-the-go’ trading.
<img src="data:image/jpeg;base64,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"