Class 5 Perimeter and Area

MATHEMATICS LESSON PLAN

Class 5 Maths Lesson Plan

Chapter: Perimeter and Area

Subtopics

  • Perimeter of square, rectangle, and triangle
  • Finding side, length, or breadth when perimeter is given
  • Area of square and rectangle
  • Finding side, length, or breadth when area is given
  • Relation between area and perimeter
  • Finding length and breadth when both area and perimeter are given
  • Application-based tile problems

Learning Outcomes

  • Understand the concept of perimeter as the boundary length and area as the surface covered.
  • Apply formulas for perimeter and area of square, rectangle, and triangle.
  • Find unknown dimensions when perimeter or area is given.
  • Relate area and perimeter in rectangular figures.
  • Solve real-life word problems involving tiling, fencing, and flooring.

Procedure

  • Begin with a short discussion: ask students where they have seen tiles, carpets, or fences — introducing the idea of area and perimeter.
  • Explain perimeter as the total boundary length of a figure with examples of square, rectangle, and triangle.
  • Write formulas on the board:
    • Perimeter of square = 4 × side
    • Perimeter of rectangle = 2 × (length + breadth)
    • Perimeter of triangle = sum of all sides
  • Explain area as the region covered by the figure.
  • Write formulas for area:
    • Area of square = side × side
    • Area of rectangle = length × breadth
  • Discuss problems where either perimeter or area is given and students have to find missing dimensions.
  • Show examples where both area and perimeter are given to find length and breadth (by forming equations).
  • Conclude with simple tile-based problems – e.g., how many tiles are needed to cover a floor of given dimensions.
  • Students do excercise 12A, 12B,12C as cw and HW.

Activity

“Mr. Rectangle Forgot His Dimensions”

  •  a story: “Mr. Rectangle forgot his length and breadth but remembers his perimeter and area.”
  • Students are given the perimeter and area (for example, perimeter = 34m, area = 60 m²).
  • In groups, students find out the missing length and breadth by reasoning and calculation.

Skill/Values

  • Logical and mathematical reasoning
  • Problem-solving and application skills
  • Collaboration and communication
  • Creativity and curiosity through story-based learning

Assessment

  • Oral questioning and board practice
  • Excercise 12A,B and C on perimeter and area problems
  • Observation during group activity

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