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Comprehensive Tutoring in High School Mathematics
패키지 레슨 개요
이 레슨은 총 5회 패키지 레슨 입니다. 강사가 첫 번째 리퀘스트를 확정할 때 패키지 레슨의 포인트가 결제되며 남은 4 회의 쿠폰이 자동으로 발급됩니다. 두 번째 레슨부터 발급된 쿠폰을 사용하여 리퀘스트를 할 수 있습니다. 패키지 내 모든 레슨은 첫 번째 레슨을 진행하는 날짜로부터 30일 일 이내 수강해 주시기 바랍니다.
레슨은 일반적으로 시간순으로 예약해야 합니다. 예를 들어 두번째 수업은 첫번째 수업 다음에 예약해야합니다.
레슨은 일반적으로 시간순으로 예약해야 합니다. 예를 들어 두번째 수업은 첫번째 수업 다음에 예약해야합니다.
레슨 상세 내용
LESSON PLAN
Objective: To provide a thorough understanding of key mathematical concepts and problem-solving techniques necessary for success in the IB Diploma Mathematics AA SL and other high school mathematics courses.
Materials Needed:
*Textbook for IB Diploma Mathematics AA SL
*Graphing calculator
*Notebook and pen/pencil
Structure:
1. Introduction (5 minutes)
*Greeting and Warm-Up: Brief introduction.
*Objective Setting: Outline the objectives of today's lesson.
*Diagnostic Questions: Quick assessment to gauge the student's current understanding and areas needing attention.
2. Core Lesson (40 minutes)
Focus Areas:
Algebra & Function Basics (5 minutes)
*Simplifying expressions
*Solving linear equations
Functions, Equations & Identities (5 minutes)
*Understanding functions and their properties
*Solving quadratic equations
Sequences & Series (5 minutes)
*Arithmetic and geometric sequences
*Sum of series
Exponential & Logarithmic Functions (5 minutes)
*Properties of exponents
*Solving logarithmic equations
Trigonometric Functions & Equations (5 minutes)
*Basic trigonometric identities
*Solving trigonometric equations
Geometry & Trigonometry (5 minutes)
*Properties of shapes and angles
*Applications of trigonometry in geometry
Differential Calculus (5 minutes)
*Understanding derivatives
*Applications of differentiation
Integral Calculus (5 minutes)
*Basic integration techniques
*Applications of integration
3. Applied Practice (10 minutes)
*Problem-Solving Session: Apply the concepts learned to solve a variety of problems. Encourage the student to explain their reasoning.
*Interactive Discussion: Address any questions or difficulties encountered during the practice session.
4. Conclusion (5 minutes)
*Review Key Concepts: Summarize the main points covered in the lesson.
*Homework Assignment: Provide practice problems or reading material for the student to complete before the next lesson.
*Feedback Session: Encourage the student to share their thoughts on the lesson and any areas they would like to focus on in the future.
Teaching Methods:
*Interactive Learning: Use of real-world examples and applications to make the material more relatable.
*Step-by-Step Instruction: Break down complex problems into manageable steps.
*Socratic Method: Encourage critical thinking and dialogue through guided questioning.
*Visual Aids: Use diagrams, graphs, and visual representations to illustrate concepts.
Follow-Up:
*Schedule the next lesson and outline the topics to be covered.
*Provide additional resources or recommendations for further study.
This lesson plan aims to balance theoretical understanding with practical application, ensuring that the student is well-prepared for their exams and future mathematical endeavors.
Objective: To provide a thorough understanding of key mathematical concepts and problem-solving techniques necessary for success in the IB Diploma Mathematics AA SL and other high school mathematics courses.
Materials Needed:
*Textbook for IB Diploma Mathematics AA SL
*Graphing calculator
*Notebook and pen/pencil
Structure:
1. Introduction (5 minutes)
*Greeting and Warm-Up: Brief introduction.
*Objective Setting: Outline the objectives of today's lesson.
*Diagnostic Questions: Quick assessment to gauge the student's current understanding and areas needing attention.
2. Core Lesson (40 minutes)
Focus Areas:
Algebra & Function Basics (5 minutes)
*Simplifying expressions
*Solving linear equations
Functions, Equations & Identities (5 minutes)
*Understanding functions and their properties
*Solving quadratic equations
Sequences & Series (5 minutes)
*Arithmetic and geometric sequences
*Sum of series
Exponential & Logarithmic Functions (5 minutes)
*Properties of exponents
*Solving logarithmic equations
Trigonometric Functions & Equations (5 minutes)
*Basic trigonometric identities
*Solving trigonometric equations
Geometry & Trigonometry (5 minutes)
*Properties of shapes and angles
*Applications of trigonometry in geometry
Differential Calculus (5 minutes)
*Understanding derivatives
*Applications of differentiation
Integral Calculus (5 minutes)
*Basic integration techniques
*Applications of integration
3. Applied Practice (10 minutes)
*Problem-Solving Session: Apply the concepts learned to solve a variety of problems. Encourage the student to explain their reasoning.
*Interactive Discussion: Address any questions or difficulties encountered during the practice session.
4. Conclusion (5 minutes)
*Review Key Concepts: Summarize the main points covered in the lesson.
*Homework Assignment: Provide practice problems or reading material for the student to complete before the next lesson.
*Feedback Session: Encourage the student to share their thoughts on the lesson and any areas they would like to focus on in the future.
Teaching Methods:
*Interactive Learning: Use of real-world examples and applications to make the material more relatable.
*Step-by-Step Instruction: Break down complex problems into manageable steps.
*Socratic Method: Encourage critical thinking and dialogue through guided questioning.
*Visual Aids: Use diagrams, graphs, and visual representations to illustrate concepts.
Follow-Up:
*Schedule the next lesson and outline the topics to be covered.
*Provide additional resources or recommendations for further study.
This lesson plan aims to balance theoretical understanding with practical application, ensuring that the student is well-prepared for their exams and future mathematical endeavors.
카페토크의 취소 방침
패키지 레슨 취소에 대해
• 레슨이 시작되지 않은 패키지 레슨(1)은 언제든지 취소할 수 있으며 전액 환불이 가능합니다. 레슨이 시작된 패키지 레슨(2)은 수강하지 않은 레슨에 대해 50% 환불이 가능합니다(레슨 시작시간 24시간 전까지 환불 가능).
(1) 강사가 패키지 레슨을 확정하지 않은 경우 미수강 패키지 레슨으로 간주합니다.
(2) 강사가 첫번째 패키지 리퀘스트를 확정할 때 패키지 레슨 전체를 확정하는 것으로 간주하여 나머지 레슨에 대한 쿠폰이 자동으로 발행됩니다.
(2) 강사가 첫번째 패키지 리퀘스트를 확정할 때 패키지 레슨 전체를 확정하는 것으로 간주하여 나머지 레슨에 대한 쿠폰이 자동으로 발행됩니다.
패키지 레슨 중 개별 리퀘스트 취소에 대해
• 패키지 레슨에 있는 하나의 레슨을 취소하는 경우 리퀘스트 페이지에서 취소할 수 있습니다. 취소시 강사의 싱글 레슨 취소 정책에 따라 사용된 쿠폰이 반환 또는 사용 처리될 수 있습니다. 싱글 레슨에서 적용되는 50% 포인트 반환은 패키지 레슨에 적용되지 않으며 강사는 사용된 쿠폰의 반환 또는 사용 처리를 할 수 있습니다.
리퀘스트 확정 전
- 언제든 취소 가능
리퀘스트 확정 후
- 레슨 시작 24시간 전→ 언제든 취소 가능
- 레슨 시작 24시간 이내→ 취소 요금이 발생할 수 있습니다.
-
노쇼→ 취소 요금이 발생할 수 있습니다.
(자세한 사항은 강사에게 문의해 주시기 바랍니다.)
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