---
{"type":"list","title":"Best Options Broker Platforms in 2025 A Personal Look at Today’s Trading Landscape","listId":135910,"canonicalUrl":"https://listium.com/@jackl18/135910/best-options-broker-platforms-in-2025-a-personal-look-at-todays-trading-landscape","visibleItemTotal":1,"creator":{"id":"jackl18","name":"Jack Lamie","url":"https://listium.com/@jackl18"},"stats":{"views":68,"likes":1,"followers":0},"category":"books & literature","publishedAt":"2025-12-10T09:27:32.449Z","updatedAt":"2025-12-13T15:38:42.117Z","fields":[{"id":0,"name":"Name","type":"PrimaryText"},{"id":1,"name":"Notes","type":"Text","format":"long"}]}
---

# Best Options Broker Platforms in 2025 A Personal Look at Today’s Trading Landscape

By [Jack Lamie (@jackl18)](https://listium.com/@jackl18)

68 views · 1 like · 0 followers  
Published 10 December 2025 · Updated 13 December 2025

Category: books &amp; literature

This is a thorough and trustworthy list of binary options brokers.

## Items

### 1. [\[empty primary field\]](https://listium.com/@jackl18/135910/best-options-broker-platforms-in-2025-a-personal-look-at-todays-trading-landscape/0/)

Item ID: `0`

- Notes:
  > This is a thorough and trustworthy list of binary options brokers.This option is a good place to start if you're looking to select a platform and want your choice to be supported by objective, factual, and unambiguous information.Each company is shown with its brand name, logo, year of launch, minimum deposit, and other useful details that help you compare them more easily.
  > 
  > If you're still unsure which platform fits you best, there’s a simple comparison page that breaks everything down clearly. It shows each broker’s basic details without any complicated jargon. Many traders check it because it’s known as one of the \[best sites for trading options\](https://www.pipsafe.com/top-binary-options-brokers/) when you want a quick overview.
  > 
  > ### 1\\. Which broker is best for options trading?
  > 
  > To be honest, there isn't one broker that is "best" for everyone. Every trader has their own way of doing things.
  > 
  > Platforms like \[\*\*CloseOption\*\*\](https://www.pipsafe.com/top-binary-options-brokers/) are usually easier to use if you want something simple and easy to learn. Bigger platforms might be better for you if you need more advanced tools.
  > 
  > The best broker is the one you feel comfortable with and that fits your style.
  > 
  > ### 2\\. Can I trade options with $100?
  > 
  > Yes, you can. A lot of platforms let you start with $5 or $10.
  > 
  > Just remember that you don't have much room for mistakes with $100, so it's very important to manage your risks.
  > 
  > ### 3\\. In the context of options trading, what is a broker?
  > 
  > In essence, a broker is the platform where you create an account, deposit funds, and execute trades. It acts as a middleman between you and the market and gives you the tools you need to trade.
  > 
  > ### 4\\. Does trading options require $25,000?
  > 
  > No, not at all.
  > 
  > The $25k rule does not apply to options trading, but rather to day trading of U.S. stocks. Most options brokers allow you to begin with much less.
  > 
  > ### 5\\. What causes 99% of day traders to lose money?
  > 
  > A few common reasons are:
  > 
  > \*   trading without a strategy
  > \*   overtrading
  > \*   letting emotions take over
  > \*   poor risk management
  > \*   expecting quick profits
  > 
  > Trading is a skill. Failure is highly likely if someone doesn’t invest time in learning it.
  > 
  > ### 6\\. In day trading, what is the 3–5–7 rule?
  > 
  > Some traders follow this simple rule:
  > 
  > \*   3% risk per trade
  > \*   5% risk per day
  > \*   7% weekly loss cap before stopping
  > 
  > In short, if you hit these limits, you stop trading for that period.
  > 
  > ### 7\\. Can I make $1000 per day from trading?
  > 
  > It’s possible, but it’s much harder than social media makes it look. You need strong experience, a proven plan, emotional control, and a decent amount of capital.
  > 
  > Professional traders with larger accounts might reach numbers like that, but for beginners it’s not a realistic goal.
  > 
  > ### 8\\. How can I turn $1000 into $10,000 in a month?
  > 
  > In theory it could happen, but in reality it’s extremely risky.
  > 
  > Typically, this kind of growth involves:
  > 
  > \*   high risk
  > \*   high leverage
  > \*   a lot of luck and experience
  > 
  > ### 9\\. Is $100 enough to day trade?
  > 
  > You can start with $100, but:
  > 
  > \*   your profits will be small
  > \*   your risk is high
  > \*   you don’t have much margin for error
  > 
  > It’s fine for learning and practicing, but not enough if you’re aiming for bigger results.
  > 
  > !\[Catherine Morgan\](data:image/png;base64,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)
  > 
  > ### Catherine Morgan
  > 
  > Catherine Morgan is a financial writer and researcher focused on prop trading firms, binary options strategies, and trader development. She contributes regularly to the CloseOption blog, offering data-driven insights and educational content for both new and experienced traders.
  > 
  > \[🔗 Follow on X\](https://x.com/chatherine01)
