Nội dung text Class 6 Math Chapter 9- Symmetry Lesson Plan.pdf
CLASS 6 GANITA PRAKASH (MATHEMATICS) LESSON PLAN "Your generosity helps us continue providing helpful content. If you find it valuable, consider donating at UPI ID kvsecontent@ybl. For Download this and more Click Here Chapter 9- Symmetry No. of Period: 12-14 GIST of Lesson Targeted Learning Outcome (TLOs) Teaching Learning Planned Activities Competencies/ Skills Suggested Evaluation/ Assessment This chapter introduces the concept of symmetry, focusing on line symmetry and rotational symmetry. Students learn to identify, create, and analyse symmetrical figures, as well as understand the properties of symmetrical shapes. Students will be able to- ▪ Identify and draw lines of symmetry in various shapes ▪ Understand and apply the concept of reflection symmetry ▪ Recognize and create figures with rotational symmetry ▪ Determine the number of lines of symmetry and angles of rotational symmetry in different shapes ▪ Apply symmetry concepts to create artistic designs and solve problems Introduction to Symmetry: 1. Present examples of symmetry in nature and everyday objects 2. Class discussion: Identify symmetrical patterns in various images Line Symmetry Exploration: 3. Demonstrate folding paper to find lines of symmetry 4. Pair activity: Identify lines of symmetry in given shapes Creating Symmetrical Figures: 5. Demonstrate ink blot and paper cutting techniques 6. Individual activity: Create symmetrical designs using these methods Rotational Symmetry: ▪ Visual-spatial reasoning ▪ Pattern recognition ▪ Analytical thinking ▪ Creative problem- solving ▪ Precision in drawing and measurement ▪ Mathematical communication ▪ Observation of participation in activities ▪ Quick quizzes on identifying symmetry in given figures ▪ Peer assessment of created symmetrical designs Written test ▪ Identify lines of symmetry in given figures ▪ Determine angles of rotational symmetry for given shapes ▪ Complete half-drawn figures to create symmetrical shapes ▪ Solve problems involving symmetry properties