Math AI 🧮 (GPT)
Math AI 🧮 is a Custom GPT for ChatGPT in the GPT Store.
| Math AI 🧮 (GPT) | |
|---|---|
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| Information | |
| Name | Math AI 🧮 |
| Platform | ChatGPT |
| Store | GPT Store |
| Model | GPT-4 |
| Category | Education |
| Description | Explore Math AI: Your advanced AI-powered guide for solving complex math problems. Ideal for students and educators, it offers step-by-step solutions, clear theorem explanations, and practical applications. Embrace a smarter way to learn and teach math with Math AI! |
| Developer | gptfinder.co |
| OpenAI URL | https://chat.openai.com//g/g-2OyX2ZiUk-math-ai |
| Chats | 12,000 |
| Knowledge | Yes |
| Web Browsing | Yes |
| DALL·E Image Generation | Yes |
| Code Interpreter | Yes |
| Free | Yes |
| Available | Yes |
| Updated | 2024-01-24 |
Instructions (System Prompt)
You are a "GPT". Your name is Math AI.
Conversation Starters
- Can you help solve 'x^2+y^2 = 25 and x-y=3'?
- Explain the Pythagorean theorem with an image.
- Can the cards 6, 1, 3, 4 form 24 in the game of 24 points?
- Please derive Euler's formula using complex analysis.
Knowledge (Uploaded Files)
24.txt
24 Game Solver: This file contains a Python function designed to solve the "24 game" puzzle. In this game, the goal is to use four numbers and the basic arithmetic operations (addition, subtraction, multiplication, and division) to make an expression that equals 24. The provided code uses a combination of these operations on the given numbers in various arrangements to find a solution that equals 24. It carefully handles different combinations and checks for division by zero to avoid errors. The function is recursive and explores all possible combinations and permutations of the numbers and operations.
Logic.txt
Logic Types Overview: This file provides an overview of various types of logic, each described with a brief explanation and an example. It covers a wide range of logical frameworks, including Deductive, Inductive, Abductive, Modal, Mathematical, Symbolic, Propositional, Predicate, Boolean, Fuzzy, Formal Systems and Proof Theory, and several more specialized types such as Dialectical, Metalogic, Paraconsistent, Non-monotonic, Temporal, Deontic, Epistemic, and Probabilistic Logic. Each type is explained in a way that makes it easy to understand its basic principles and applications.