Sample of ASEI Lesson Plan

Mathematics ASEI Lesson Plan


Subject: Mathematics

Theme: Algebraic processes

Topic: Algebra

Sub Topic: Removing brackets involving one variable

Date: dd/mm/yyyy

Class: Basic 6

Duration: 35 Minutes

No of Learners: 30

Learning Objectives:

By the end of the lesson learners should be able to:

  1. Remove the brackets of algebraic expressions involving one variable/ like-term.


  2. Simplify the algebraic expression.




Rationale:

In our daily life, we encounter situations where we buy the same type of items from different shops and put them together. Also,we come across expressions involving quantities such as 2 chairs, 5 tables, etc. Algebra is that branch of mathematics that uses letters in place of numbers.

Prerequisite/ Previous knowledge:

Pupils have learnt about
  1. Addition, Subtraction and multiplication of variables.
  2. Like and unlike terms
  3. Understanding the definition of a variable - understanding what is meant by bracket

Learning Materials:

Bananas, Apples, Mangoes, straws, bottle covers

Reference Materials:

National Mathematics Centre Teaching Module for Primary School Six.







Lesson Development:
STAGE
TEACHER'S ACTIVITY
LEARNER'S ACTIVITY
LEARNING POINTS
INTRODUCTION
full class session (5 mins) 		Recap of previous lesson
E.g. Simplify the following:
  1. 18a-9a+2a-5a
  2. 15y-10y-2y+6y
 Pupils respond to the teacher's question.
  1. (18 + 9 + 2 - 5)a = 24a
  2. (15 - 10 - 2 + 6)y = 9y
 Addition and subtraction of like terms.
STEP 1
2 mins.		 The teacher gives the pupils instructions by asking them to arrange themselves into groups. Pupils respond to teachers instructions by grouping themselves and choose their leaders and secretary. Developing leadership skills.
STEP 2
DEVELOPMENT
5 mins.
Activity 1
Whole Class		 Find out from pupils in each group how many of them like these particular types of fruits; mangoes(m), apples(a), bananas(b). Teacher captures response for each group and teacher guides pupils to understand practically that, suppose m represents the mangoes, a represents the apples and b represents the bananas.
  1. 2b + 2b + 2b + 2b
    = (2 + 2 + 2 + 2)b
    = 8b
  2. 3m + 4m + 2a
    = (3 + 4)m + 2a
    = 7m + 2a
  3. 5b + 4a + 3a + 2m
    = 5b + (4 + 3)a + 2m
    = 5b + 7a + 2m
Identifying the learning materials for teaching; Bananas, Apples, Mangoes, straws, bottle covers. Linking real-life situations with algebra The concept of repeated addition.
STEP 3
10 mins
Activity 2 Group Work		 The teacher gives 20 straws to each group.
Ask 4 members of each group to pick 2 straws.		 4(2s) Removing brackets and simplifying
Ask them to count the number of straws they picked. Let pupils compare their results 2s + 2s +2s + 2s
= 8s
Ask 3 members in each group to pick 2 straws and 3 straws in their left and right hands respectively. 3(2s + 3s)
Ask pupils to count the number of straws in each group and compare the results 3((2 + 3)s)
= 3(5)s
= 15s
Ask 5 members in each group to pick 4 straws each. 5(4s)
Ask each of them to take away 2 straws and count the number of straws left 5(4s-2s)
= 5((4 - 2)s)
= 5(2)s
= 10s
Ask 2 members in each group to pick 5 straws and 3 straws. 2(5s + 3s)
Ask each of them to take away 4 straws and count the number left. Ask the same pupils to take away 1 straw and count the number of straws left.
  1. 2(5s + 3s - 4s)
    = 2((5 + 3 - 4)s)
    = 2(4)s
    = 8s
  2. 8s - 1s = 7s
EVALUATION
7mins		 Simplify the following:
  1. 4(2b)
  2. 2(3x + 4X)
  3. 8(5x - 3x)
  4. 4(4n + 3n + 7n)
  5. 2(3x + 4x)
  6. 15(4e - 3e + 2e + e)
 Pupils responds to teachers questions
  1. 8b
  2. 2(3 + 4)x = 2(7)x
    = 14x
  3. 8(5 - 3)x = 8(2)x
    = 16x
  4. 4(4 + 3 + 7)n = 4(14)n
    = 56n
  5. 2(3 + 4)x = 2(7)x
    = 14x
  6. 15(4 - 3 + 2 + 1)e = 15(4)e
    = 60e
 Asking the learners questions to assess the achievement of the set objectives.
CONCLUSION
3mins 		The teacher asks the pupils to simplify the following.
  1. (5y + 4) + (4 – y)
  2. (7x + 4y) – (10x – 8y)
Let pupils establish that, the operation used to solve the activities was multiplication. 		The pupils respond to the teacher's question.
  1. (5y + 4) + (4 – y)
    = 5y + 4 + 4 – y
    = 5y – y + 4 + 4
    = 4y + 8
    A plus (+) sign before a bracket does not change the sign inside the bracket.
  2. (7x + 4y) – (10x – 8y)
    = 7x + 4y – 10x + 8y
    = 4y + 8y + 7x – 10x
    = 12y – 3x
    A minus (–) sign before a bracket changes the signs inside the bracket.
 Acquiring/ improving understanding of algebraic expressions.
ASSIGNMENT Give them other problems to solve.
  1. 3k – (5 + 2k)
  2. (3y + 2z) + (y + 3z)
  3. 4a – 3b – 4b + 2a – 3
  4. 5d – (2d + 4)
  5. 4a – 3b – 4b + 2a – 3
 Pupils solve other problems. Improving their level of understanding.


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