You can monitor the profit/loss of your position in the ‘open positions’ section of the dealing platform. And when you have decided that it’s time to close your position, you just need to place an equivalent trade in the opposite direction. The information in this site does not contain investment advice or an investment recommendation, or an offer of or solicitation for transaction in any financial instrument. IG accepts no responsibility for any use that may be made of these comments and for any consequences that result. IG International Limited is licensed to conduct investment business and digital asset business by the Bermuda Monetary Authority. Pips are the units used to measure movement in the price of a cryptocurrency, and refer to a one-digit movement in the price at a specific level.
If you’re big on your right to privacy, then you will love cryptocurrency trading. With crypto trading, you have access to decentralized cryptocurrency exchanges. These allow you to trade with self-custody assets without the need to submit your identity online. Of course, there are centralized trading platforms if you don’t mind sharing your particulars and having another party storing your digital assets. In conjunction with Apex crypto, the Firstrade cryptocurrency trading platform allows users to buy fractions of cryptocurrencies.
What Are The Common Crypto Order Types?
Owing to its old age, the stock market is more stable and less volatile. The crypto market, on the other hand, is accustomed to wild price swings. It is pretty normal to see double-digit percentage swings in a https://cointelegraph.com/trading-for-beginners/how-to-trade-cryptocurrencies-the-ultimate-beginners-guide matter of hours. This is not an offer or solicitation in any jurisdiction where Firstrade is not authorized to conduct securities transaction. React to big news in the market with real-time data and analytics.
The two terms are often used interchangeably, but they are different. A derivative is a class of financial contracts that derive their value from the performance of an underlying entity. Derivatives where this underlying is a cryptocurrency or a cryptoasset, e.g.
Shrimpy bot is a paid sharemontinvestments.com bot service for rebalancing. Furthermore, it is the feature that makes it different from other bitcoin trading bot services. It helps you to automate your portfolio and rebalance it to a specific ratio.
Support and documentation — When money is involved, support becomes vital. Therefore always prefer the software with great support and proper documentation. This entire route needs to be finished within a specific time limit before the market conditions change.
- When implemented with decentralized control, each cryptocurrency works through distributed ledger technology, typically a blockchain, that serves as a public financial transaction database.
- IB is not party to any transactions in digital assets and does not custody digital assets on your behalf.
- Fundamental analysis for cryptocurrency involves evaluating two important factors – on-chain and off-chain metrics.
- A crypto swing trader will aim to take advantage of an incoming or ongoing trend.
16 May 2022 Cryptocurrency mining is a process by which new blocks of coins are created, a function used by the most well-known crypto, Bitcoin. An entity that is not established https://sharemontinvestments.com/ in the EU or regulated by an EU National Competent Authority. The entity falls outside the EU regulatory framework i.e.MiFID IIand there is no provision for an Investor Compensation Scheme. You will not benefit from the protections available to clients receiving regulated investment services. Start earning up to 14% APY on the most popular crypto assets.
Cryptocurrency Markets
A crypto swing trader will aim to take advantage of an incoming or ongoing trend. In crypto, this strategy is sometimes referred to as BTFD (“buying the f’n dip”). It means buying when the price is low and selling when the price is high. Extensive application of both FA and TA techniques is necessary when using this strategy. Fundamental analysis for cryptocurrency involves evaluating two important factors – on-chain and off-chain metrics. On-chain metrics include network hash rate, wallet addresses , network applications, token/coin issuance rate (inflation/deflation), network fees, and transactions.
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"