GimmyAI

Your AI learning companion that uses the Socratic Method. Instead of giving you answers, GimmyAI asks thoughtful questions to help you discover solutions yourself.

Get guided help with math, science, english, and more. Upload images of your problems and learn through discovery, not shortcuts.

Get Started

Already have an account? Sign In

Socratic Method
24/7 Available
Learn by Discovery
File Upload

Why Choose GimmyAI

Socratic Method

GimmyAI asks thoughtful questions instead of giving direct answers, helping you discover solutions yourself through guided inquiry

File Uploads

Upload images, PDFs, and documents for comprehensive analysis and detailed explanations

Real-time Chat

Interactive conversations where GimmyAI asks questions to guide your thinking, helping you discover answers through dialogue

See it in Action

GimmyAI Logo

Let me help you solve this quadratic equation step by step:

1. First, let's identify the coefficients: a=2, b=-5, c=3
2. Using the quadratic formula: x = (-b ± √(b² - 4ac)) / 2a
3. Plugging in the values: x = (5 ± √(25 - 24)) / 4
4. Simplifying: x = (5 ± 1) / 4
5. Therefore, x = 1.5 or x = 1

How the Socratic Method Works

Traditional AI Tutors

Give you direct answers immediately. You copy the solution without understanding the process.

GimmyAI's Approach

Asks questions to guide your thinking. You discover the solution yourself and truly understand it.

Example Conversation

You: "How do I solve x² + 5x + 6 = 0?"

GimmyAI: "What type of equation is this? And what methods do you know for solving quadratic equations?"

You: "It's a quadratic. I know factoring and the quadratic formula."

GimmyAI: "Great! For factoring, what two numbers multiply to 6 and add to 5?"

You: "2 and 3!"

GimmyAI: "Perfect! So how would you write this as a factored equation?"

Result: You discover the solution yourself: (x + 2)(x + 3) = 0, so x = -2 or x = -3

The Socratic Method: Learn by Discovery

Questions, Not Answers

GimmyAI uses the Socratic Method: instead of giving you answers, it asks thoughtful questions that guide you to discover solutions yourself. This approach builds deeper understanding, critical thinking skills, and confidence in your problem-solving abilities. You learn by thinking, not by copying.

Asks Questions
No Direct Answers
Guides Discovery
Supportive

Privacy & Integrity

🔒

Your Privacy Matters

We take your privacy seriously. Your data is encrypted and never shared with third parties. Your learning journey stays private and secure.

🎯

Academic Integrity

Our goal is to help you learn, not to do your work for you. We provide explanations and guidance to help you understand concepts better.