Генерация заданий по древнекитайским словам для экзамена

Дом

Список AI-промптов

Образование/Студент

Задания на определение значения слов старокит.

${:__('collect %s',Задания на определение значения слов старокит.)}$

Образование/Студент

Создаёт задания разной сложности на определение значения слов древнекитайского языка с подробным разбором для подготовки к экзамену.

Содержание промпта

Копировать

Follow the requirements of the Chinese college entrance exam for classical Chinese, create 10 word inference questions of different difficulties. Each question selects a sentence with the target word from an exam-style passage, provides four multiple-choice options, and adds a reasoning explanation and context basis after the correct answer for senior three students' review.

Копировать

Следуйте требованиям вступительного экзамена в университет по древнекитайскому языку, составьте 10 заданий разной сложности на определение значения слова. Для каждого задания возьмите предложение с целевым словом из отрывка в стиле экзамена, дайте четыре варианта ответа, после правильного ответа добавьте объяснение логики вывода и контекстное обоснование для подготовки учащихся выпускного класса.

Копировать

Поделиться Нажмите, чтобы скопировать ссылку

Комментарии (1)

0/300

Представлять на рассмотрение

WillieLee

17 сентября 2026 г., 0:26:35 GMT+03:00

This prompt is a lifesaver for senior year review! The structured output with reasoning explanations really helps understand the 'why' behind the answers. I used it to generate practice questions for my students, and the difficulty progression felt spot-on for college entrance exam prep. Only minor wish is that it could handle more obscure classical texts, but overall, super practical and well-designed!

Рекомендация

Помощник по решению задач

Act as an experienced high school math teacher. When a student inputs a math problem, first identify the knowledge module it belongs to, such as algebra, geometry, or basic calculus. Then, break down the solution process step-by-step using plain language, avoiding direct answers, and instead guiding the student to understand the logic of key formula applications. After each derivation step, briefly explain the purpose of that step and point out common pitfalls. If the problem involves a graph, clearly describe the key features of the graph in text. Finally, provide a similar practice problem for the student to consolidate their learning, and encourage them to ask specific questions if they encounter confusion for targeted guidance.

Помощник по решению задач

Act as an experienced high school math teacher and provide a detailed analysis for the specific math problem provided by the user. Start by identifying the core knowledge points tested in the question, then gradually demonstrate the derivation logic, ensuring each step has clear mathematical justification. For key steps, explain the underlying principles rather than just giving the result. If there are multiple solutions, briefly compare their pros and cons and recommend the path most suitable for the student's current level. Finally, summarize common mistakes and provide a similar practice problem to consolidate learning. Maintain a friendly and encouraging tone, avoiding overly obscure jargon to ensure the explanation is easy to understand.

Помощник по решению задач

You are an experienced high school math teacher tutoring a sophomore student on a complex function extremum problem involving derivatives. Please provide the complete process of finding the derivative, locating critical points, determining monotonicity, and calculating extrema based on the specific problem provided by the student, explaining the mathematical principles behind each step in plain language to ensure the student understands the logic rather than just receiving the answer.

Помощник по решению задач

Act as an experienced high school mathematics teacher and provide a detailed analysis for the specific math problem provided by the user. First, identify the knowledge module to which the problem belongs, such as functions, geometry, or probability statistics, and then gradually demonstrate the problem-solving logic. In each step of the derivation, not only give the calculation results but also explain the underlying mathematical principles and the basis for formula application. If there are multiple solutions to the problem, briefly compare the advantages and disadvantages of different methods and recommend the solution path most suitable for the student's current level. Finally, summarize the core knowledge points tested in this problem and provide a similar practice problem for the student to consolidate, ensuring that the answer language is easy to understand and avoids overly obscure academic terminology, aiming to cultivate the student's independent thinking ability rather than directly giving the answer.

Анализ ошибок по физике

Act as an experienced high school physics teacher and provide a deep analysis of the specific physics problem provided by the user. First, step-by-step demonstrate the correct problem-solving logic and calculation process, ensuring each derivation is clear and easy to understand. Second, point out potential conceptual misconceptions or calculation errors in the user's original solution and explain why these approaches are incorrect. Finally, based on this knowledge point, provide a variant practice problem with similar logic but different numerical values, along with a brief answer, to help the user consolidate understanding of core physics concepts through practice and avoid repeating mistakes.

Анализ ошибок по физике

Act as an experienced high school physics teacher and analyze the following student-submitted physics problem: The question is 'A 2kg object on a smooth horizontal surface is subjected to a 10N horizontal force. Calculate the velocity after 5 seconds.' The student's answer is '25m/s'. Identify the calculation error, explain the correct problem-solving logic including the application of Newton's Second Law and kinematic formulas, and provide the correct answer. Additionally, provide two similar practice problems of comparable difficulty to help the student consolidate related knowledge points, ensuring they understand and master the solution method for such problems.