SmartGPT
Overview
SmartGPT is a GPT built on top of ChatGPT, designed to handle tasks involving mathematics and logic. Created by @nschlaepfer as a beta product on GitHub, this tool employs two unique approaches known as 'Tree of Thought' and 'Chain of Thoughts' to organize and seek out answers.
Given mathematical or logical problems, it uses permutations and combinations of equations to find potential solutions. 'Tree of Thoughts' can be interpreted as a method of organizing thought processes systematically or laying out the steps in problem-solving, ideal for handling complex problems.
Its functionality extends to a variety of applications, such as working out solutions in games or visualizing the potential impact of choices in narrative-driven games.
Users can input their query and the GPT works to provide insightful suggestions or solutions. This tool requires ChatGPT Plus for usage. As it's in beta version, it should be noted that the functionality and performance may undergo changes over time, hence users are advised to verify the results.
Users are encouraged to provide their feedback and suggestions for improvements. Please note that, despite its innovative approaches, SmartGPT's solutions may require refining and are not guaranteed to work on the first attempt.
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Nariman Mohamed🙏 16 karmaSep 10, 2024@MathSolver.topThe tutor mode is amazing. It helped me understand the equation and how I can solve it step by step with the explanation.
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Great AI, provides correct solutions 98.9% of the time.
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Can’t solve basic problems of a 4th grader, of triangle and adjacent angles.
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For some problems, it does a good job of calculations and video explanation. However, for some, the drawings are not correct, and it left out a part of the calculation in the video (although it does calculate correctly at least). This would be confusing. An example was where I asked it to calculate the area of a circle inside of a right-angle triangle. It drew the circle outside of the triangle, and then in the calculation, it did not have the square root of a^2 b^2 to find c, but at least did that. If the tool is to be effective, it needs to be clear and accurate in order to not create further misconceptions.
