Crypto Trading On India Exchanges Drops As Much As 70%

Our Business Exchange is a dedicated place for those who invest in cryptocurrencies for a living, with tailored credit limits and extra support. A simple app interface for new traders and investors makes Bitvavo the easiest entry point to the world of digital assets. However, an exchange that allows you to keep your crypto within your online account can be a good choice, especially as a beginner.

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.

Seize The Crypto Market With Td Ameritrade

Dollar or another currency on an exchange, to leave as cash within your account or withdraw to your regular bank account. To trade crypto, you only need to open an account, add funds to your https://sharemontinvestments.com/ account and select the cryptocurrency you want to purchase. After that, just make a trade, use the risk management tools StormGain offers https://time.com/nextadvisor/investing/cryptocurrency/how-to-buy-bitcoin/ and generate profits from your trade. StormGain also offers materials and training to understand the crypto market better and improve your trading skills. Additionally, if you want to try it out risk-free, you can create your account and trade at no cost on the 50K demo account before you start trading with your real one.

Trading of crypto derivatives does not entail actual buying or selling of bitcoins or any other crypto. The value of the crypto derivative contract changes with the change in price of the underlying cryptocurrency. Thus, trading crypto derivatives in an alternative way to get exposure to an underlying cryptoasset or cryptocurrency. Firstrade clients can now invest in a variety of cryptocurrencies, with 37 coins available for trading. Download the Firstrade trading app to start your crypto trading journey today.

Price alerts and Stops, such as Stop Loss and Trailing Stop, will help to manage your risk when trading on these extremely volatile instruments. Plus500UK Ltd is authorised and regulated by the Financial Conduct Authority . Once you are ready to sharemontinvestments.com close the position you can click on the close button. However, not all the members, or nodes, on the Bitcoin Cash network agreed to the upgrade, so when the updates were introduced, another hard fork took place, resulting in Bitcoin Cash ABC.

More than 90% of crypto trading, now happens through these bots today. So if you are not using one of these software, you might be at a huge disadvantage competing against these trading robots. Bitfinex offers a suite of order types to give traders the tools they need for every scenario. Discover more about our most advanced Algorithmic orders types.

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  • The certification is administered online so participants can get all of the benefits of completing this course with the flexibility of their own time schedule.
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  • When a transaction is made the node creating the transaction broadcasts details of the transaction using encryption to other nodes throughout the node network so that the transaction is known.

One of the largest ERC20 tokens by marketcap, the Basic Attention Token ($BAT) is one of the heavyweights of the altcoin scene. BAT uses a reflections model to reward users for their browsing time and exposure to advertising. ORX not only supports individual organisations to assess their vulnerability to losses, but also to shape industry-wide development of best practice. ORX is owned and managed by over 100 financial firms from all over the world. As a not-for-profit organisation, ORX invests all income back into providing high-quality benefits for operational and non-financial risk professionals.

Signing Up For A Cryptocurrency Exchange Account

To help you find the right exchange, we considered these factors when selecting this list of the best cryptocurrency exchanges. Many cryptocurrency exchanges will offer up to 100x leverage, dramatically magnifying the potential risks. The volatility of cryptocurrency, combined with high leverage trading, can see positions be liquidated extremely quickly. Open short positions to directly profit from cryptocurrency price drops, mitigate risks by hedging and make big trades even if the markets are relatively quiet. There are different types of crypto trading bots, let’s see some major categories. Timing and achieving a high degree of accuracy in your trading is essential for trading.

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"