Prime Binary Choices Platforms Brokers In India In 2025 Up To Date

Also, merchants will receive their earnings through the identical source used for deposits, besides another verified source is offered. Quotex presents a deposit bonus, however this information isn't available on the webpage. Before selecting a method, choose the currency you'll use for transactions.

Despite SEBI's comprehensive regulatory frameworks covering numerous financial devices and market individuals, binary options trading is not within its scope. Binary choices are neither listed on acknowledged Indian exchanges just like the NSE or BSE nor classified as regulated monetary instruments underneath SEBI’s tips. Binary choices trading involves an "all-or-nothing" payout construction, where merchants predict the value movement direction of an asset over a quick period. Its speculative and high-risk nature makes it just like playing, leading regulators globally to train caution. SEBI has not established any recognition or regulatory framework for binary choices, and no platforms offering such trading are authorized to function in India beneath SEBI's supervision.
Withdrawals can sometimes be made through financial institution transfers, e-wallets, or different payment strategies supplied by the broker. By doing this, you improve your chances of making correct predictions and turning a revenue in your investment. Diversification is the wise choice as a result of it's more than likely will not be all that lose meaning you win on some and lose on others.

What Is Binary Trading?

You can examine accounts and use the one with the most effective fee for that asset. IQ Options $10,000 demo account is great for newbies or traders which are new to the change company. Otherwise, you have to arrange an actual account by making a minimum deposit of $10. Launched in 2012, Binarium is a cellular buying and selling platform that emphasizes ease of use for novice merchants. It provides multiple account sorts with a low minimal deposit requirement, although it lacks official regulation. Binary choices buying and selling has gained a lot recognition worldwide due to its simple "sure or no" method to investment; nevertheless, there may be far more to trading in India.
With over 48 million registered customers, IQ Option is recognized as probably the greatest binary options brokers in India. Established in 2013, it offers a user-friendly platform with a minimum account requirement of $10 and a high trading quantity. The minimal deposit for binary options apps in India varies depending on the trading platform. It’s essential to check with the particular app or trading platform you’re excited about, as every might need its set deposit requirements.

  • Before selecting a technique, choose the forex you'll use for transactions.
  • Here is a platform with impressive numbers and high ranks that you can't cross it by in your decisions.
  • The app’s integration with the IQ Options desktop version helps merchants to get updated worth actions.
  • In conclusion, whereas binary trading just isn't presently regulated in India, its implications and future outlook are subjects of ongoing dialogue.
  • Also, customers might send a mail to [email protected] or full a web type available on the company’s web site.

One Of The Best Binary Options Platforms In India

This binary options dealer offers trading in over a hundred assets, together with stocks, Forex, cryptocurrencies, indices, and commodities. To get acquainted with the platform, you'll find a way to open a demo buying and selling account with digital funds on Pocket Option. This permits you to explore the site’s features and refine your buying and selling expertise without any real threat. Indian traders who interact with offshore binary trading platforms face the danger of legal penalties and financial losses, given the high potential for fraud. It is important for merchants to be aware of the authorized implications and to chorus from utilizing unregulated platforms.
The RBI enforces these laws to ensure compliance with Indian legal guidelines in all overseas change activities. FEMA was established to help commerce and funds, in addition to to advertise an orderly foreign exchange market within the country. These laws aim to manage foreign money move, maintain foreign trade reserves, and align transactions with India's economic pursuits and monetary stability.
In this article, we are going to delve into the legal standing of binary trading in India, its regulatory framework, and the implications for Indian merchants. Understanding whether or not binary buying and selling is legal in India is crucial before partaking on this dangerous type of funding. As of now, there are not any particular regulations or legal guidelines governing binary trading in India.
This makes it tough for Indian merchants to search out the most effective binary options brokers in India. Binary choices usually are not like strange stock buying and selling, the place the price may change over time, and you can sell your belongings at later dates. The factor is that an individual both wins or loses their investment wholly based on one prediction. Since binary choices buying and selling isn't permitted in India, the Bombay Stock Exchange (BSE) and National Stock Exchange (NSE) also do not supply trading of binary options.

The only function of the evaluation is to detect market behaviour patterns, permitting traders to use these patterns to foretell worth actions within the asset. The trader, you are to predict which course the worth will move – up or down. The most important section of the procedure is choosing the right asset. Trading in binary choices is frowned upon in lots of nations as a result of getting scammed through these platforms is easy.
The best buying and selling platforms in India offer user-friendly interfaces, real-time market knowledge, advanced charting tools, order execution capabilities, and complete features. They are provided by respected brokerage firms, guaranteeing reliability and security for traders. These platforms cater to each novices and experienced traders, offering a seamless trading expertise with entry to a variety of trading devices and useful research sources. The greatest buying and selling platforms prioritize consumer convenience, customization choices, and efficient commerce execution to help merchants make informed selections and handle their investments successfully. Getting started with binary trading entails deciding on a dependable dealer, understanding buying and selling fundamentals, and using tools successfully.

Success in binary choices trading requires a deep understanding of the markets, effective trading methods, and threat administration. Most importantly, traders ought to approach it as a high-risk investment somewhat than a dependable source of income. While utilizing a binary choices demo account, you do not have to use any real money however digital ones. As the demo account helps in averting financial danger, that is the greatest way to study and follow binary buying and selling.
binary sites in india " 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The wisest selection is to spread it out on a number of which improve your probabilities of turning a revenue. You can opt to pick the top 4 listed on this guide and have standard accounts in them. You have a budget in mind then subdivide the amount amongst all four websites. Remember casino sites in india and selling on these platforms incurs no further costs or charges which means you don't have to fret about dispensing more money.
They should make sure that they are buying and selling with regulated brokers who provide a secure platform for buying and selling. It can also be important to know the dangers concerned in binary trading and have a well-defined buying and selling technique. Traders must also concentrate on any legal or tax obligations which will apply.

Edit Report
Pub: 14 Feb 2025 22:55 UTC
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