數學解題-AI math solutions assistant
AI-powered math solver delivering clear step-by-step explanations
Solves math problems with detailed steps in Traditional Chinese.
解這個數學問題
根據圖片解數學題
幫我理解這個數學概念
說明這數學步驟
Get Embed Code
Related Tools
Solucionador de Ejercicios
Resuelve ejercicios matemáticos de imágenes o archivos en español.
Math IA
Guides IB students on writing Math IA, including stock price prediction using regression models.
수학 문제 풀이 #수학 #수학문제
단계별 문제 풀이 방식으로 많은 수학 문제 풀이를 학습 하였습니다. #수학문제풀이#AI수학#수학문제해설#수학정답#초중고수학#수학학습
考研数学老师
擅长中国考研数学题目讲解
数学解答エージェント
数学の問題を解答します。
最全数学建模赛题助手
基于最全知识库，综合数学建模竞赛助理，提供数学建模、数学分析、编程指导，内置最全4o模型库。请认准正版【公众号:菁林科技说】请加官方Q群购买：812157138，其他盗版不提供增值等服务
Overview of 數學解題 — purpose and design
數學解題 is a specialized problem-solving assistant designed to interpret, analyze, and solve mathematical problems presented in text or images, and to produce clear, pedagogically sound step-by-step explanations. Its core design goals are correctness, transparency of reasoning (showing intermediate steps), multiple-solution presentation when appropriate, and educational clarity — i.e., not just an answer but the reasoning that a learner or practitioner can follow and learn from. The system supports algebraic manipulation, symbolic calculus, numeric computation, geometry reasoning (including reading diagrams when images are supplied), proof structure assistance, and conversion between natural-language math statements and formal mathematical notation (LaTeX). Examples / scenarios that illustrate the design and purpose: 1) Homework tutoring: A student uploads a photographed algebra problem from a worksheet. 數學解題 recognizes the problem (via image-to-text), identifies the best solving strategies (e.g., factoring vs. quadratic formula), then provides a step-by-step solution, highlights common student mistakes, and gives a short practice variation. 2) Exam preparation: An instructor asks for multiple versions of a calculus question at varying difficulty. 數數學解題 overview學解題 generates similar problems, full worked solutions, and short hints tailored to a specified difficulty level and learning objective (e.g., 'apply integration by parts'). 3) Proof-checking / research assistance: A user drafts a short proof and asks 數學解題 to check logical steps, suggest missing lemmas, or offer alternative proof strategies (e.g., induction vs. invariant). The assistant identifies unstated assumptions and suggests formal clarifications. 4) Implementation & verification: A software engineer needs a numerically stable formula for solving a particular system of equations. 數學解題 provides derivation, numerical considerations (conditioning, rounding error), and a reference implementation skeleton (pseudo-code) alongside test cases.
Primary capabilities and concrete applications
Step-by-step problem solving (symbolic and numeric)
Example
Given: Solve x^2 - 5x + 6 = 0. Output: factorization (x-2)(x-3)=0, step-by-step factoring, roots x=2 and x=3, verification by substitution, and a short note on alternative methods (quadratic formula).
Scenario
A middle-school or high-school student submits a set of algebra problems and receives each solution with fully explained steps, common error warnings (e.g., sign mistakes), and one follow-up practice problem using the same technique.
Image-based problem interpretation and solution
Example
User uploads a photo of a geometry problem showing a triangle with marked angles and side lengths. 數學解題 extracts the text and diagram features, reconstructs the figure symbolically, applies the Law of Cosines or trigonometric identities as appropriate, and returns a diagram annotated with solution steps (described in text and as LaTeX if requested).
Scenario
A student snapping textbook problems during study receives a reconstructed, clean problem statement plus the full reasoning and a clean, copy-pastable LaTeX solution for notes.
Multiple-solution strategies and pedagogy (compare methods)
Example
Integral problem: ∫ x e^{x} dx. The assistant presents integration by parts, tabular integration, and a verification via differentiation. It explains when each approach is preferable and supplies a short heuristic (e.g., choose u = polynomial part).
Scenario
A university student learning techniques of integration asks why a particular method works. 數學解題 demonstrates two methods, compares complexity, highlights edge cases where one fails, and gives exercises to reinforce choosing strategies.
Target users and why they benefit
Students and learners (K–12, undergraduates, graduate entry-level)
Students who need detailed, comprehensible explanations for homework, exam preparation, or concept mastery. Benefits: stepwise solutions that reveal underlying reasoning (helps learning rather than only giving answers), practice problem generation, error diagnosis (pinpointing where the student’s reasoning went off-track), and tailored hints that scaffold learning rather than spoiling solutions.
Educators, tutors, researchers, and technical professionals
Educators and tutors use 數學解題 to create graded problem sets, produce model solutions, and obtain alternative solution methods to present to diverse learners. Researchers and professionals (engineers, data scientists) use it as a sanity-check tool for derivations, to generate quick symbolic manipulations, to prototype analytic results before formal publication, and to derive numerically stable formulations. Benefits include time savings (automatic worked solutions and variants), consistency in grading rubrics (model step-lists), and rapid iteration on mathematical ideas with clear documentation of intermediate steps and assumptions.
How to use 數學解題 — quick guide
Visit aichatonline.org for a free trial without login, also no need for ChatGPT Plus.
Open the site to start a free trial immediately — no registration or ChatGPT Plus subscription required, so you can test capabilities fast.
Pick a math problem type
Choose the scenario (algebra, calculus, geometry, word problems, proofs). Knowing the problem type upfront helps the tool deliver structured, step-by-step solutions and the right notation.
Provide the problem precisely
Enter the full problem statement (include diagrams as image uploads or precise numeric values, specify variables and constraints). Clear input yields clearer, faster solutions. If you have a scanned problem or photo, include it so the system can parse symbols and layout.
Request step-by-step explanation or a short answer
Specify the level of detail you want (full derivation, intermediate steps, final answer only, or explanation in Traditional Chinese). For learning, ask for line-by-line reasoning and checks for common pitfalls.
Use results for learning and refinement
Try other advanced and practical GPTs
kintone Joyful Navigator
AI-powered guidance for smarter kintone workflows.
表格大师
AI-powered table organizer — clean, unify, export
Advogado Especialista em Direito Civil
AI-powered drafts for Brazilian civil law
Lesson plan assistant
AI-driven lesson planning made easy
의사
AI-powered medical insight made simple.
Copilot Studio Expert
AI-powered tool for tailored content creation.
中日文翻译专家
AI-powered Chinese-Japanese translation tool.
"ゆっくり" Script
AI-powered speech for every project.
AI算命-生辰八字姓名测试周易算命姓名算命在线算命老黄历查询周易占卜八字婚姻周公解梦万年历周易算卦
AI-powered Bazi and name divination for instant insights
Math
AI-powered math solver and explainer
Leonardo AI
AI-powered platform for creative research and generation.
Anchor GPT
AI-powered content generation made easy.
- Homework
- Proofs
- Practice
- Tutoring
- LaTeX
Common questions about 數學解題
What is 數學解題 and what does it do?
數學解題 is an AI-powered problem-solving assistant that delivers step-by-step solutions, multiple methods, and clear explanations for problems in algebra, calculus, geometry, statistics, and discrete math. It can produce formal proofs, numeric solutions, and LaTeX-formatted outputs for academic use.
How accurate are its solutions?
The model aims for high accuracy by showing full derivations so you can verify each step. For complex proofs or ambiguous problems, it provides plausible solutions and flags assumptions; users should verify final results for high-stakes use (exams, published work).
Which input formats does it accept?
Text problems, structured lists of givens, numerical datasets, and images/photos of handwritten or printed problems are supported. When uploading images, include clear scans or photos and indicate which part to solve to speed parsing and reduce misinterpretation.
Can it teach methods and generate practice problems?
Yes — beyond solving, it explains underlying concepts, compares alternative methods (e.g., analytic vs. numeric), generates graded practice sets with answers, and provides targeted hints to help learners progress.
Is the tool suitable for teachers and researchers?
Absolutely. Teachers can use it to create worked examples, quizzes, and stepwise solutions; researchers can use it to check computations, symbolic manipulations, and to prototype derivations. Always cross-check novel research claims, and use the tool to accelerate (not replace) expert review.