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КСП «Area of ​​a triangle and its theorems» по геометрии, 8 класс

Краткосрочный план урока по геометрии для 8 класса по теме «Area of ​​a triangle and its theorems». Открыты цели обучения, цели урока и начало урока; весь план и файл Word — после бесплатной регистрации. Материал написан на английском языке.

  • Геометрия
  • 8 класс
  • Обновлено 25.09.2026
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CHECKED _____________

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Short-term plan for geometry in Grade 8

UnitAreas
Teacher’s name____________________
Date_____________
ClassGrade 8 Attendance: _____ Absent: _____
Lesson topicArea of a triangle and its theorems
Learning objectives covered in this lesson (curriculum reference)-derive and apply the formulas of the area of the triangle:
Lesson goal
  • Derive the formula for the area of a triangle (S = 1/2 * a * h) and its variations (using two sides and the included angle, Heron's formula) through guided exploration and problem-solving.
  • Apply the correct area formula to solve tiered mathematical problems, including a real-world context related to urban planning and traffic safety, achieving at least 80% accuracy in calculations.
  • Evaluate the importance of following precise mathematical rules and procedures (analogous to legal rules) to ensure correct and just outcomes in problem-solving.
Value for integrationLaw and order

Lesson flow

Lesson stage / Time Teacher actions (complete prompts and instructions) Student actions Assessment (criteria • descriptors • points) Resources
Lesson opening (5 min)
Engagement (Rapid Challenge)
Teacher: "Good morning! Today, we are detectives of geometry. Your first clue is on the board. You have 3 minutes. Timer starts now!"
Displays prompt: "A rectangle has an area of 24 sq. cm. Its length is 8 cm. What is its width? Now, draw one diagonal inside this rectangle. What shapes do you see? How might their areas be related?"
Monitors time, encourages pace. After timer: "Stop! Pair with your shoulder partner (26 students -> 13 pairs) and compare your answers in 60 seconds. Go!"
Students work individually for 3 minutes to solve the problem and hypothesize about the triangles formed by the diagonal. They then quickly discuss in pre-assigned pairs, confirming that two congruent triangles are formed and that each has half the area of the rectangle. Descriptors: The student attempts the calculation. The student identifies the two triangles. The student proposes a relationship (e.g., "they are equal", "half").
Note: No points.
Whiteboard/projector with challenge text, timer (online or physical), student notebooks.
AI Tool: An AI-powered interactive whiteboard (e.g., Canva Whiteboard with AI shape generation) can instantly generate the rectangle and its diagonal based on student input, visually reinforcing the concept.
Откроется после регистрации: Lesson middle (20-25 min) · Lesson end (5-10 min) · Reflection (5 min)

Материал опубликован обезличенно: имя автора и название школы из него убраны.

В справочнике учителя: Как составить КСП по 130 приказу пошагово: пример и шаблон · Приказ № 130

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