lesson plan

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Name of the teacher: Basil Roy Idiculla Subject : Mathematics Unit : Area Sub unit : Unchanging Area Curricular Statement To understand the relation between areas in a parallel line through problem solving, drawing figures, discussion and b y analysing the prepared notes of the pupil. Content Analysis New Terms : Area of triangle in between parallel lines. Facts : Triangle with same base and between the same parallel lines have equal area. Concept : Concept of area of triangle Concepts of properties of parallel lines. Process : Process of finding the area of triangle in a parallel line. Learning Outcomes The pupil will be able to 1. Recall the term area. 2. Recognize the area of the triangle. 3. Identifies the concept of area. 4. Explain the area of triangle. 5. Give illustration for area. 6. Compare the area of different triangles in parallel line. 7. Plans to do more problems Name of the School: St. Stephen’s H. S Pathanapuram Standard : IX I Strength : 42

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Page 1: Lesson plan

Name of the teacher: Basil Roy Idiculla

Subject : Mathematics

Unit : Area

Sub unit : Unchanging Area

Curricular Statement

To understand the relation between areas in a parallel line through problem solving, drawing figures, discussion and b y analysing the prepared notes of the pupil.

Content Analysis

New Terms : Area of triangle in between parallel lines.

Facts : Triangle with same base and between the same parallel lines have equal area.

Concept : Concept of area of triangle

Concepts of properties of parallel lines.

Process : Process of finding the area of triangle in a parallel line.

Learning Outcomes

The pupil will be able to

1. Recall the term area.2. Recognize the area of the triangle.3. Identifies the concept of area.4. Explain the area of triangle.5. Give illustration for area.6. Compare the area of different triangles in parallel line.7. Plans to do more problems

Pre requisites : The students have knowledge on area of triangle

Teaching Learning resources: Usual classroom aids, Charts.

Learning Strategies : Group Discussion, explanation by the teacher.

Name of the School: St. Stephen’s H. SPathanapuram

Standard : IX I

Strength : 42

Date : 30/07/2015 Time: 40min

Page 2: Lesson plan

Class Room Interaction Procedure Expected Pupil ResponseIntroduction

Activity 1

Teacher checks the home work problems.Then teacher select pupil randomly and ask questions on what studied in the previous classes.And the steps for solving problems.

Presentation

Activity 2

Teacher give a question in chart‘Draw ∆ABC with AB = 4cm, BC = 5cm and CA = 6cm, draw an isosceles triangle of the same area with one side as AB itself.’

After explaining this question teacher draw the figure in the black board using instrument box.

C

A B

Activity 3

Teacher show second question in the chart and ask them to write in their notebooks ‘Draw ∆ABC in the first problem. Draw a triangle of same area with one side as AB and < B =30o’

Most pupil answers correctly

Pupil write question in their note books.

Pupil observes Then draw the figure in their note books

Pupils write in their book.And try to draw the figure.

6cm

6cm

5cm

A

Page 3: Lesson plan

6cm

5cm

A B

C

C

A B

3cm

5cm

Activity 4

Teacher divide the class into 10 groups and gave activity card contain a question and ask them to answer

Closure

Activity 5

Teacher concludes the class by coordinating the problems that studied in the class.

Review

Activity 6

Teacher ask question to randomly selected students.To explain the steps for drawing triangles of equal area.

Follow-up activities

Draw a circle and a triangle as in the figure below. Draw a triangle of same area with all three vertices on the circle.

Pupil discuss in the group and find the answer.

Pupil recalls.

Pupil answers correctly.

Page 4: Lesson plan