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13 Lesson Note Samples for Nigerian Schools (2026)

By SchoolHub Team20 February 202635 min read

Lesson Note Samples for Primary and Secondary Schools in Nigeria

Introduction

Finding quality lesson note samples that follow the Nigerian curriculum can be frustrating. Many resources online use foreign formats that don't match what Nigerian schools require, or they lack the detail needed for actual classroom use.

This collection solves that problem. We've compiled 13 detailed lesson note samples covering the most commonly taught subjects across primary and secondary school levels in Nigeria. Each sample follows the standard Nigerian lesson note format and can be adapted for your specific classroom.

What you'll find in this collection:

Primary School Samples:

  • Mathematics (Primary 3 & Primary 5)
  • English Language (Primary 4)
  • Basic Science (Primary 4)
  • Social Studies (Primary 5)

Secondary School Samples:

  • Mathematics (JSS 2 & SS 1)
  • English Language (JSS 1 & SS 2)
  • Biology (SS 1)
  • Physics (SS 2)
  • Chemistry (SS 1)
  • Economics (SS 2)

Each sample includes: subject details, behavioural objectives, previous knowledge, instructional materials, step-by-step content development with teacher and student activities, evaluation, and assignment.

Related: For a complete step-by-step guide on writing your own lesson notes, see our How to Write Lesson Notes for Nigerian Schools guide. Also explore our lesson plan writing guide for broader planning tips.


How to Use These Samples

Before diving into the samples, here's how to get the most value from them:

  1. Find the sample closest to your subject and class level
  2. Adapt the content — Change the topic, examples, and activities to match your specific scheme of work
  3. Adjust the difficulty — Scale up or down based on your students' abilities
  4. Localise examples — Use names, places, and contexts familiar to your students
  5. Modify the timing — Adjust activity durations to match your school's period length

These samples are starting points, not rigid scripts. The best lesson notes are ones you've personalised for your own classroom.


PART 1: PRIMARY SCHOOL LESSON NOTE SAMPLES


Sample 1: Primary 3 Mathematics — Multiplication

Subject: Mathematics Class: Primary 3 Term: First Term, Week 7 Topic: Multiplication Sub-topic: Multiplication of 2-Digit Numbers by 1-Digit Numbers Duration: 35 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, pupils should be able to:

  1. Multiply a 2-digit number by a 1-digit number using the column method
  2. Solve at least 7 out of 10 multiplication problems correctly
  3. Apply multiplication to solve simple word problems

Previous Knowledge: Pupils can recite multiplication tables from 1 to 5 and understand the concept of multiplication as repeated addition.

Instructional Materials:

  • Multiplication chart
  • Place value chart (Tens and Units)
  • Counters (bottle caps or beans)
  • Chalkboard and coloured chalk

Reference Materials:

  • Essential Mathematics for Primary Schools, Book 3
  • NERDC Mathematics Curriculum

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityPupil's Activity
"Who can tell me the answer to 3 × 4?""12!"
"Good! How about 5 × 6?""30!"
"Wonderful! You know your times tables well. But what if I ask you to multiply 23 × 4? That's a bigger number, right? Today, I will teach you how to multiply big numbers easily using a simple method."Pupils show interest and open their notebooks.

Step 2: Presentation (15 minutes)

Example 1: 23 × 3

Teacher's ActivityPupil's Activity
Draws place value chart on the board:Pupils copy into their books.
  T  U
  2  3
× _  3
------
Teacher's ActivityPupil's Activity
"Step 1: Multiply the Units first. 3 × 3 = 9. Write 9 under Units."Pupils follow along.
"Step 2: Multiply the Tens. 2 × 3 = 6. Write 6 under Tens."
"Answer: 69"

Example 2: 14 × 2

Teacher's ActivityPupil's Activity
Works through on the board: U: 4 × 2 = 8, T: 1 × 2 = 2. Answer: 28Pupils solve along with the teacher.

Example 3 (with carrying): 16 × 3

Teacher's ActivityPupil's Activity
"U: 6 × 3 = 18. Write 8 in Units, carry 1 to Tens."Pupils observe the carrying process.
"T: 1 × 3 = 3, plus the 1 we carried = 4. Write 4 in Tens."
"Answer: 48"

Example 4: 25 × 4

Teacher's ActivityPupil's Activity
"U: 5 × 4 = 20. Write 0, carry 2."Pupils solve along.
"T: 2 × 4 = 8, plus 2 = 10."
"Answer: 100!""Wow, we got a hundred!"

Step 3: Guided Practice (10 minutes)

Teacher's ActivityPupil's Activity
Writes on board: Solve these:Pupils solve in exercise books:
1. 12 × 3 = ?36
2. 21 × 4 = ?84
3. 13 × 5 = ?65
4. 24 × 3 = ?72
Checks answers with the class. Helps struggling pupils.Pupils share answers and correct mistakes.

Step 4: Summary (5 minutes)

Teacher's ActivityPupil's Activity
"What method do we use to multiply big numbers?""The column method — multiply units first, then tens."
"What do we do when the answer in units is more than 9?""We carry to the tens column."

Evaluation:

  1. Solve: 32 × 2
  2. Solve: 15 × 3
  3. Solve: 22 × 4
  4. Amina bought 3 exercise books at ₦13 each. How much did she spend?
  5. A farmer has 24 rows of maize with 3 plants in each row. How many plants in total?

Assignment: Solve the following:

  1. 31 × 3 2. 18 × 2 3. 14 × 5 4. 26 × 3 5. 11 × 9
  2. There are 4 classrooms. Each classroom has 22 desks. How many desks are there in total?

Sample 2: Primary 4 English Language — Nouns (Singular and Plural)

Subject: English Language Class: Primary 4 Term: First Term, Week 5 Topic: Nouns Sub-topic: Singular and Plural Nouns — Regular and Irregular Forms Duration: 35 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, pupils should be able to:

  1. Define singular and plural nouns correctly
  2. Form the plural of at least 10 regular nouns by adding -s or -es
  3. Identify at least 5 irregular plural nouns from a given list
  4. Use singular and plural nouns correctly in sentences

Previous Knowledge: Pupils know that nouns are naming words for people, places, animals, and things. They have learned common and proper nouns.

Instructional Materials:

  • Flashcards with singular and plural nouns
  • Chart showing plural noun rules
  • Chalkboard and markers
  • Real objects (books, pens, boxes) for demonstration

Reference Materials:

  • New Oxford Primary English, Book 4
  • NERDC English Language Curriculum for Primary 4

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityPupil's Activity
Holds up one pen: "What is this?""A pen!"
Holds up three pens: "What are these?""Pens!"
"Good! 'Pen' is one — we call it singular. 'Pens' is more than one — we call it plural. Today, we'll learn how to change singular nouns to plural nouns."Pupils prepare their notebooks.

Step 2: Presentation (15 minutes)

Rule 1: Most nouns — add -s

Teacher's ActivityPupil's Activity
book → books, pen → pens, desk → desks, girl → girls, cat → catsPupils copy the examples.

Rule 2: Nouns ending in -s, -ss, -sh, -ch, -x, -o — add -es

Teacher's ActivityPupil's Activity
bus → buses, glass → glasses, brush → brushes, church → churches, box → boxes, mango → mangoesPupils copy and repeat aloud.

Rule 3: Nouns ending in -y (after a consonant) — change y to i, add -es

Teacher's ActivityPupil's Activity
baby → babies, city → cities, fly → flies, lady → ladiesPupils copy the rule and examples.
Note: If -y comes after a vowel, just add -s: boy → boys, key → keys

Rule 4: Nouns ending in -f or -fe — change to -ves

Teacher's ActivityPupil's Activity
leaf → leaves, knife → knives, wife → wives, loaf → loavesPupils repeat: "leaf, leaves..."

Irregular Plurals (no rule — must be memorised):

Teacher's ActivityPupil's Activity
man → men, woman → women, child → children, tooth → teeth, foot → feet, mouse → mice, goose → geese, ox → oxen, person → peoplePupils copy the irregular forms and repeat.

Step 3: Practice (10 minutes)

Teacher's ActivityPupil's Activity
Writes 15 singular nouns on the board. Asks pupils to write the plural forms:Pupils write plural forms in their notebooks:
1. dog 2. church 3. baby 4. knife 5. mandogs, churches, babies, knives, men
6. box 7. city 8. leaf 9. child 10. cupboxes, cities, leaves, children, cups
11. mango 12. woman 13. boy 14. tooth 15. glassmangoes, women, boys, teeth, glasses
Checks answers together. Discusses any errors.Pupils correct their work.

Step 4: Summary (5 minutes)

Teacher's ActivityPupil's Activity
"How do we form plurals of most nouns?""Add -s."
"When do we add -es?""When the noun ends in -s, -sh, -ch, -x, or -o."
"Can we always follow a rule for plurals?""No! Some nouns have irregular plurals like children and men."

Evaluation:

  1. What is a singular noun? What is a plural noun?
  2. Write the plurals of: table, brush, city, wife, foot
  3. Write 3 sentences using plural nouns correctly.
  4. Which of these is wrong? (a) childs (b) children (c) mouses (d) mice — Explain why.

Assignment:

  1. Write the plural of these 10 nouns: (a) house (b) fox (c) lady (d) loaf (e) mouse (f) tomato (g) key (h) dress (i) man (j) fly
  2. Write 5 sentences — each containing at least one plural noun. Underline the plural nouns.

Sample 3: Primary 4 Basic Science — Digestive System

Subject: Basic Science Class: Primary 4 Term: Second Term, Week 3 Topic: The Human Body Sub-topic: The Digestive System Duration: 35 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, pupils should be able to:

  1. Define digestion in simple terms
  2. List the main organs of the digestive system in order
  3. Describe what happens to food in the mouth and stomach
  4. Draw and label a simple diagram of the digestive system

Previous Knowledge: Pupils know the different types of food (carbohydrates, proteins, fats, vitamins) and understand that the body needs food for energy and growth.

Instructional Materials:

  • Chart/poster showing the digestive system
  • A piece of bread (for demonstration)
  • Diagram drawn on the chalkboard
  • Coloured chalk

Reference Materials:

  • Basic Science for Primary Schools, Book 4
  • NERDC Basic Science Curriculum

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityPupil's Activity
"When you ate breakfast this morning, where did the food go?""Into our stomachs!"
"Yes! But what happens to the food after you swallow it? Does it stay the same?"Pupils think and give various answers.
"Today, we are going to learn about digestion — how your body breaks down the food you eat so it can use it for energy."Pupils show curiosity and open their books.

Step 2: Presentation (15 minutes)

What is Digestion?

Teacher's ActivityPupil's Activity
Writes: "Digestion is the process by which the body breaks down food into smaller parts that the body can absorb and use."Pupils copy the definition.

The Organs of the Digestive System (in order):

Teacher's ActivityPupil's Activity
Points to each organ on the chart:Pupils observe and take notes.
1. Mouth — Food enters here. Teeth chew food into smaller pieces. Saliva makes food soft and begins breaking it down.
Demonstrates: "When you chew bread, it becomes soft and mushy. That's digestion starting!"Pupils feel their own chewing motion.
2. Oesophagus (Food Pipe) — A tube that carries food from the mouth to the stomach.
"You can feel food moving down when you swallow a big piece."Pupils touch their throats and pretend to swallow.
3. Stomach — Food is mixed with digestive juices (acids) that break it down further. Food stays here for about 2-4 hours.Pupils listen attentively.
4. Small Intestine — This is where nutrients (the good parts of food) are absorbed into the blood. It is very long (about 6 metres!)."Six metres? That's very long!"
5. Large Intestine — Water is absorbed here. The remaining waste is stored until it leaves the body.
6. Anus — Waste (faeces) leaves the body through here.
Teacher's ActivityPupil's Activity
Draws a simple diagram on the board showing the path of food through each organ. Labels each part.Pupils copy the diagram into their notebooks.

Step 3: Practice (10 minutes)

Teacher's ActivityPupil's Activity
"Let's trace the journey of the rice you ate for lunch."
"Where does it go first?""The mouth!"
"What happens there?""We chew it. Saliva makes it soft."
"Then where?""Down the oesophagus to the stomach."
Continues asking for each organ until pupils complete the journey.Pupils answer at each stage.
"Now draw and label the digestive system in your books. You have 5 minutes."Pupils draw and label the diagram.

Step 4: Summary (5 minutes)

Teacher's ActivityPupil's Activity
"What is digestion?""Breaking down food so the body can use it."
"Name the organs in order.""Mouth, oesophagus, stomach, small intestine, large intestine, anus."
"Where are nutrients absorbed?""In the small intestine."

Evaluation:

  1. Define digestion.
  2. List the six organs of the digestive system in the correct order.
  3. What happens to food in the mouth?
  4. Where are nutrients absorbed into the blood?
  5. Draw and label a simple diagram of the digestive system.

Assignment:

  1. Describe what happens to a piece of yam from the moment you put it in your mouth until waste leaves your body.
  2. Why is it important to chew food properly before swallowing?
  3. Draw the digestive system neatly and colour each organ differently.

Sample 4: Primary 5 Social Studies — Nigerian Government

Subject: Social Studies Class: Primary 5 Term: Second Term, Week 4 Topic: Government Sub-topic: The Three Arms of the Nigerian Government Duration: 35 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, pupils should be able to:

  1. Name the three arms of the Nigerian government
  2. State the main function of each arm
  3. Identify at least one key person in each arm
  4. Explain why separation of powers is important

Previous Knowledge: Pupils have learned about the meaning of government and types of government (democracy, monarchy). They know that Nigeria practises democracy.

Instructional Materials:

  • Chart showing the three arms of government
  • Pictures of the National Assembly, Supreme Court, and Presidential Villa
  • Flashcards with key vocabulary
  • Chalkboard and markers

Reference Materials:

  • Macmillan Social Studies for Primary Schools, Book 5
  • NERDC Social Studies Curriculum

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityPupil's Activity
"Who is the President of Nigeria?"Pupils respond with the current President's name.
"Does the President make all the decisions alone in the country?""No!" / Some may be unsure.
"You're right — he doesn't! Nigeria's government has three parts, called arms, and each arm has a different job. Today, we're going to learn about these three arms."Pupils open their notebooks.

Step 2: Presentation (15 minutes)

Teacher's ActivityPupil's Activity
Displays chart and writes on board:Pupils copy the notes.

The Three Arms of Government:

1. The Executive

Teacher's ActivityPupil's Activity
- Makes sure the laws are carried out
- Headed by the President (at federal level) and Governors (at state level)
- Includes: Vice President, Ministers, Governors, Local Government Chairmen
- "The Executive is like the manager of the country — they make things happen."Pupils relate to the idea of a manager.

2. The Legislature

Teacher's ActivityPupil's Activity
- Makes the laws of the country
- Called the National Assembly at federal level
- Has two houses: Senate (109 members) and House of Representatives (360 members)
- At state level: State House of Assembly
- "The Legislature is like the people who write the rules of a game."Pupils nod in understanding.

3. The Judiciary

Teacher's ActivityPupil's Activity
- Interprets the law and punishes lawbreakers
- Headed by the Chief Justice of Nigeria
- Includes: Supreme Court, Court of Appeal, High Courts, Magistrate Courts
- "The Judiciary is like the referee or umpire who makes sure everyone follows the rules.""Like a referee in football!"

Why Separation of Powers?

Teacher's ActivityPupil's Activity
- So that no single person or group has too much power
- Each arm checks the others (checks and balances)
- Protects the rights of the people

Step 3: Practice (10 minutes)

Teacher's ActivityPupil's Activity
"Let's play a matching game. I'll describe a function — you tell me which arm."
"Makes the laws""Legislature!"
"Punishes criminals""Judiciary!"
"Implements government policies""Executive!"
"Interprets the constitution""Judiciary!"
"Appoints ministers""Executive!"
"Passes the budget""Legislature!"
"Now in your notebooks, draw a simple table with three columns — one for each arm. Write the name, main function, and head of each arm."Pupils create the table and fill it in.

Step 4: Summary (5 minutes)

Teacher's ActivityPupil's Activity
"Name the three arms of government.""Executive, Legislature, Judiciary."
"Who heads the Executive?""The President."
"What does the Legislature do?""Makes laws."
"Why do we need three separate arms?""So no one person has too much power."

Evaluation:

  1. List the three arms of the Nigerian government.
  2. What is the main function of the Executive?
  3. What is the name of Nigeria's law-making body at the federal level?
  4. Who heads the Judiciary in Nigeria?
  5. Explain in your own words why the separation of powers is important.

Assignment:

  1. Copy and complete this table:
Arm of GovernmentMain FunctionHead
Executive??
Legislature??
Judiciary??
  1. Find out the name of the Governor of your state and the two Senators representing your state.
  2. Why is it important that the person who makes the law is not the same person who judges whether someone has broken the law?

Sample 5: Primary 5 Mathematics — Measurement (Perimeter)

Subject: Mathematics Class: Primary 5 Term: First Term, Week 9 Topic: Measurement Sub-topic: Perimeter of Regular Shapes (Rectangle and Square) Duration: 35 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, pupils should be able to:

  1. Define perimeter correctly
  2. Calculate the perimeter of a rectangle using the formula P = 2(L + B)
  3. Calculate the perimeter of a square using the formula P = 4 × S
  4. Solve at least 3 word problems involving perimeter

Previous Knowledge: Pupils can identify rectangles and squares, and they know the properties of these shapes (sides, angles). They can add and multiply whole numbers.

Instructional Materials:

  • Cut-out shapes (rectangles and squares of different sizes)
  • Ruler and measuring tape
  • Chalkboard and coloured chalk
  • String (to demonstrate perimeter)

Reference Materials:

  • Essential Mathematics for Primary Schools, Book 5
  • NERDC Mathematics Curriculum

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityPupil's Activity
Holds up a rectangular card. Takes a piece of string and wraps it around all four sides.Pupils observe.
"The length of this string that goes around the shape is called the PERIMETER. Perimeter means the total distance around a shape."
"If you wanted to build a fence around a football field, you would need to know the perimeter. Today, we'll learn how to calculate perimeter."Pupils express interest.

Step 2: Presentation (15 minutes)

Perimeter of a Rectangle

Teacher's ActivityPupil's Activity
Draws a rectangle on the board. Labels: Length (L) = 8 cm, Breadth (B) = 5 cmPupils copy the diagram.
"Perimeter = side + side + side + side = L + B + L + B = 2L + 2B = 2(L + B)"
P = 2(8 + 5) = 2(13) = 26 cmPupils calculate along with the teacher.

Example 2:

Teacher's ActivityPupil's Activity
L = 12 cm, B = 7 cm
P = 2(12 + 7) = 2(19) = 38 cmPupils solve in their books.

Perimeter of a Square

Teacher's ActivityPupil's Activity
Draws a square. Labels: Side (S) = 6 cmPupils copy.
"All four sides of a square are equal. So: P = S + S + S + S = 4 × S"
P = 4 × 6 = 24 cm

Example 2:

Teacher's ActivityPupil's Activity
S = 9 cm → P = 4 × 9 = 36 cmPupils solve in their books.

Word Problem:

Teacher's ActivityPupil's Activity
"Mr. Ojo wants to fence his rectangular garden. The garden is 15 m long and 10 m wide. What length of fencing does he need?"
P = 2(15 + 10) = 2(25) = 50 m"He needs 50 metres of fencing."

Step 3: Practice (10 minutes)

Teacher's ActivityPupil's Activity
Writes problems on the board:Pupils solve:
1. Rectangle: L = 10 cm, B = 4 cm. Find P.P = 2(10+4) = 28 cm
2. Square: S = 11 cm. Find P.P = 4 × 11 = 44 cm
3. A rectangular classroom is 8 m long and 6 m wide. What is the perimeter?P = 2(8+6) = 28 m
4. A square playground has sides of 20 m. Find the perimeter.P = 4 × 20 = 80 m
Checks answers together.Pupils correct their work.

Step 4: Summary (5 minutes)

Teacher's ActivityPupil's Activity
"What is perimeter?""The total distance around a shape."
"What is the formula for the perimeter of a rectangle?""P = 2(L + B)"
"And for a square?""P = 4 × S"

Evaluation:

  1. Define perimeter.
  2. Find the perimeter of a rectangle with L = 14 cm and B = 9 cm.
  3. Find the perimeter of a square with side 7 cm.
  4. A farmer wants to put a fence around his rectangular farm measuring 30 m by 20 m. How many metres of fencing wire does he need?

Assignment:

  1. Find the perimeter: (a) Rectangle: L = 25 cm, B = 15 cm (b) Square: S = 18 cm (c) Rectangle: L = 100 m, B = 50 m
  2. Measure the length and breadth of your exercise book using a ruler. Calculate its perimeter.
  3. The perimeter of a square is 48 cm. What is the length of one side?

PART 2: SECONDARY SCHOOL LESSON NOTE SAMPLES


Sample 6: JSS 2 Mathematics — Simple Equations

Subject: Mathematics Class: JSS 2 Term: First Term, Week 6 Topic: Simple Equations Sub-topic: Solving Linear Equations in One Variable Duration: 40 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, students should be able to:

  1. Define a linear equation in one variable
  2. Solve linear equations involving addition and subtraction
  3. Solve linear equations involving multiplication and division
  4. Verify their solutions by substituting back into the equation

Previous Knowledge: Students understand the concept of variables and can simplify algebraic expressions. They have learned the use of letters to represent unknown numbers.

Instructional Materials:

  • Algebraic balance model (or diagram)
  • Whiteboard and markers
  • Worksheets with practice problems

Reference Materials:

  • New General Mathematics for Junior Secondary Schools, Book 2
  • NERDC Mathematics Curriculum for JSS 2

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityStudent's Activity
"I'm thinking of a number. If I add 5 to it, I get 12. What's the number?""7!"
"How did you know?""Because 7 + 5 = 12."
"You just solved an equation in your head! In Mathematics, we write this as: x + 5 = 12. Today, we'll learn the proper method for solving equations like this."Students open their notebooks.

Step 2: Presentation (18 minutes)

What is a Linear Equation?

Teacher's ActivityStudent's Activity
"A linear equation is a mathematical statement that two expressions are equal. It contains an unknown (variable) that we need to find."Students copy the definition.
"The goal: get the variable ALONE on one side of the equation."

Rule: Whatever you do to one side, you must do to the other side.

Teacher's ActivityStudent's Activity
(Like a balance scale — both sides must stay equal.)

Type 1: Addition/Subtraction Equations

Teacher's ActivityStudent's Activity
Example 1: x + 5 = 12
Subtract 5 from both sides: x + 5 - 5 = 12 - 5Students follow the steps.
x = 7
Check: 7 + 5 = 12 ✓
Teacher's ActivityStudent's Activity
Example 2: y - 3 = 10
Add 3 to both sides: y - 3 + 3 = 10 + 3Students solve along.
y = 13
Check: 13 - 3 = 10 ✓
Teacher's ActivityStudent's Activity
Example 3: x + 8 = 15
x = 15 - 8 = 7 ✓Students solve independently.

Type 2: Multiplication/Division Equations

Teacher's ActivityStudent's Activity
Example 4: 3x = 18
Divide both sides by 3: 3x ÷ 3 = 18 ÷ 3Students copy and solve.
x = 6
Check: 3(6) = 18 ✓
Teacher's ActivityStudent's Activity
Example 5: x/4 = 5
Multiply both sides by 4: (x/4) × 4 = 5 × 4
x = 20
Check: 20/4 = 5 ✓

Type 3: Two-Step Equations

Teacher's ActivityStudent's Activity
Example 6: 2x + 3 = 11
Step 1: Subtract 3 from both sides: 2x = 11 - 3 = 8Students follow carefully.
Step 2: Divide both sides by 2: x = 8 ÷ 2 = 4
Check: 2(4) + 3 = 8 + 3 = 11 ✓"It works!"

Step 3: Practice (12 minutes)

Teacher's ActivityStudent's Activity
Writes problems on the board:Students solve in their notebooks:
1. x + 7 = 20x = 13
2. y - 9 = 14y = 23
3. 5x = 35x = 7
4. x/3 = 8x = 24
5. 3x + 4 = 19x = 5
6. 2y - 6 = 10y = 8
Checks answers. Discusses common errors.Students correct their work and ask questions.

Step 4: Summary (5 minutes)

Teacher's ActivityStudent's Activity
"What is our goal when solving equations?""To get the variable alone on one side."
"What is the golden rule?""Whatever you do to one side, do the same to the other side."
"How do we check our answer?""Substitute back into the original equation."

Evaluation:

  1. Define a linear equation.
  2. Solve: (a) x + 12 = 25 (b) 4x = 28 (c) x/5 = 6 (d) 3x - 7 = 14
  3. A number is multiplied by 5 and then 3 is added. The result is 28. Find the number.

Assignment: Solve and check each solution:

  1. x + 15 = 32
  2. y - 11 = 19
  3. 7x = 63
  4. x/6 = 9
  5. 4x + 5 = 25
  6. 2x - 8 = 16
  7. If 3x + 7 = 22, find x. Then find the value of 5x - 2.

Sample 7: JSS 1 English Language — Parts of Speech (Adverbs)

Subject: English Language Class: JSS 1 Term: Second Term, Week 3 Topic: Parts of Speech Sub-topic: Adverbs — Types and Usage Duration: 40 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, students should be able to:

  1. Define an adverb and state its function in a sentence
  2. Identify at least four types of adverbs with examples
  3. Pick out adverbs from given sentences correctly
  4. Construct at least 5 sentences using different types of adverbs

Previous Knowledge: Students can identify verbs, nouns, and adjectives in sentences. They understand that adjectives describe nouns.

Instructional Materials:

  • Chart showing types of adverbs with examples
  • Flashcards with adverbs and sentences
  • Whiteboard and markers

Reference Materials:

  • New Oxford Secondary English Course, Book 1
  • NERDC English Language Curriculum for JSS 1

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityStudent's Activity
Writes two sentences on the board:Students read the sentences.
(a) The boy ran.
(b) The boy ran quickly.
"What's the difference between these two sentences?""The second one has 'quickly.'"
"What does 'quickly' tell us?""How the boy ran."
"The word 'quickly' is an ADVERB. It gives more information about the verb 'ran.' Today, we'll learn all about adverbs."Students open their notebooks.

Step 2: Presentation (18 minutes)

Teacher's ActivityStudent's Activity
Definition: "An adverb is a word that modifies (describes) a verb, an adjective, or another adverb. It tells us HOW, WHEN, WHERE, or HOW OFTEN something happens."Students copy the definition.

Types of Adverbs:

1. Adverbs of Manner (HOW?)

Teacher's ActivityStudent's Activity
Tell us how an action is done. Often end in -ly.
Examples: quickly, slowly, carefully, happily, loudly, quietly, beautifully
Sentence: "She sang beautifully at the concert."Students give more examples.

2. Adverbs of Time (WHEN?)

Teacher's ActivityStudent's Activity
Tell us when an action happens.
Examples: yesterday, today, tomorrow, now, soon, already, later, recently
Sentence: "We will travel tomorrow."Students construct their own sentences.

3. Adverbs of Place (WHERE?)

Teacher's ActivityStudent's Activity
Tell us where an action happens.
Examples: here, there, everywhere, outside, inside, nearby, upstairs, abroad
Sentence: "The children are playing outside."Students identify the adverb.

4. Adverbs of Frequency (HOW OFTEN?)

Teacher's ActivityStudent's Activity
Tell us how often an action happens.
Examples: always, often, sometimes, rarely, never, usually, seldom, daily
Sentence: "I always do my homework before dinner."Students provide more sentences.

Position of Adverbs:

Teacher's ActivityStudent's Activity
- Adverbs of manner: usually after the verb ("She spoke softly")
- Adverbs of time: usually at the beginning or end of a sentence ("Yesterday, we had a test")
- Adverbs of frequency: usually before the main verb ("He always arrives early")Students take notes.

Step 3: Practice (12 minutes)

Exercise A: "Identify the adverb in each sentence and state its type:"

Teacher's ActivityStudent's Activity
1. The train arrived late.Adverb of time
2. She writes neatly.Adverb of manner
3. They searched everywhere.Adverb of place
4. He never eats breakfast.Adverb of frequency
5. Please come here.Adverb of place
6. The baby is sleeping peacefully.Adverb of manner

Exercise B:

Teacher's ActivityStudent's Activity
"Write one sentence for each type of adverb."Students write 4 sentences (manner, time, place, frequency).
Calls on students to share their sentences. Corrects errors.Students share and discuss.

Step 4: Summary (5 minutes)

Teacher's ActivityStudent's Activity
"What is an adverb?""A word that describes a verb, adjective, or another adverb."
"What four questions do adverbs answer?""How, when, where, and how often."
"Name one adverb of each type."Students give examples.

Evaluation:

  1. Define an adverb.
  2. List the four types of adverbs with two examples each.
  3. Identify the adverb and its type: (a) "She sings sweetly." (b) "We will go tomorrow." (c) "He is standing outside." (d) "I usually wake up at 6 a.m."
  4. Write 4 sentences, each containing a different type of adverb. Underline the adverb.

Assignment:

  1. Read pages 56-58 of your English textbook on adverbs.
  2. From any paragraph in your literature text, identify 10 adverbs and classify them by type.
  3. Write a short paragraph (6-8 sentences) about your morning routine. Use at least one adverb of each type. Underline all adverbs.

Sample 8: SS 1 Biology — Cell Structure

Subject: Biology Class: SS 1 Term: First Term, Week 4 Topic: Cell Biology Sub-topic: Structure and Functions of Plant and Animal Cells Duration: 40 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, students should be able to:

  1. Define a cell as the basic unit of life
  2. Draw and label the structures of a typical animal cell and plant cell
  3. State the functions of at least five cell organelles
  4. List at least three differences between plant and animal cells

Previous Knowledge: Students have been introduced to the characteristics of living things and know that all living things are made up of cells. They have learned how to use a microscope.

Instructional Materials:

  • Wall chart/poster showing animal and plant cells
  • Microscope slides (prepared slides of onion cells and cheek cells, if available)
  • Diagrams on the board
  • Coloured chalk/markers

Reference Materials:

  • Essential Biology for Senior Secondary Schools (NERDC-approved)
  • NERDC Biology Curriculum for SS 1

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityStudent's Activity
"If I want to build a house, what is the smallest unit I use?""Blocks!" / "Bricks!"
"Just as bricks are the basic building units of a house, cells are the basic building units of all living things. Every plant, animal, and human being is made up of cells."Students listen attentively.
"A cell is the smallest unit of life. It was first discovered by Robert Hooke in 1665. Today, we'll study what's inside a cell."Students open their notebooks.

Step 2: Presentation (20 minutes)

Structures Common to Both Plant and Animal Cells:

Teacher's ActivityStudent's Activity
Draws a large animal cell on the board and labels:Students copy the diagram.
1. Cell Membrane — Thin outer covering that controls what enters and leaves the cell.Students note each structure and function.
2. Cytoplasm — Jelly-like substance where chemical reactions occur. Contains organelles.
3. Nucleus — Controls all cell activities. Contains DNA (genetic material). Often called the "brain" of the cell.
4. Mitochondria — Powerhouse of the cell. Produces energy through respiration.
5. Endoplasmic Reticulum (ER) — Network of membranes for transporting materials within the cell.
6. Ribosomes — Small structures that make proteins.
7. Golgi Apparatus (Golgi Body) — Packages and distributes proteins and lipids.

Structures Found ONLY in Plant Cells:

Teacher's ActivityStudent's Activity
Draws a plant cell and labels the additional structures:Students compare with the animal cell.
8. Cell Wall — Rigid outer layer made of cellulose. Gives the plant cell its shape and provides support.
9. Chloroplasts — Contain chlorophyll (green pigment). This is where photosynthesis occurs.
10. Large Central Vacuole — Stores water, nutrients, and waste. Much larger in plant cells than animal cells.

Differences Between Plant and Animal Cells:

Teacher's ActivityStudent's Activity
Writes a comparison table:Students copy the table.
FeaturePlant CellAnimal Cell
Cell WallPresent (cellulose)Absent
ChloroplastsPresentAbsent
VacuoleLarge, centralSmall or absent
ShapeRegular (rectangular)Irregular (round)
Food StorageStarchGlycogen

Step 3: Practice (10 minutes)

Teacher's ActivityStudent's Activity
"Draw and label a plant cell and an animal cell side by side in your notebooks."Students draw both cells and label all structures.
Circulates to check drawings and correct errors.Students ask questions about structures they find confusing.
Quick oral quiz: "Which organelle produces energy?""Mitochondria!"
"What structure is the 'brain' of the cell?""The nucleus!"
"Name two structures found only in plant cells.""Cell wall and chloroplasts!"

Step 4: Summary (5 minutes)

Teacher's ActivityStudent's Activity
"What is a cell?""The basic unit of life."
"What are three differences between plant and animal cells?"Students state the differences.
"Next class, we'll study cell division — how one cell becomes two."Students note the preview.

Evaluation:

  1. Define a cell.
  2. Draw and label a typical animal cell showing at least 5 organelles.
  3. State the functions of: (a) nucleus (b) mitochondria (c) cell membrane (d) chloroplast (e) cell wall.
  4. Tabulate three differences between plant and animal cells.
  5. Why do plant cells have chloroplasts but animal cells do not?

Assignment:

  1. Draw a well-labelled diagram of a plant cell (full page, neatly coloured).
  2. In a table, list all the cell organelles discussed, their location, and their functions.
  3. Research: What is the function of the lysosome? (This will be discussed in the next lesson.)

Sample 9: SS 2 Physics — Work, Energy and Power

Subject: Physics Class: SS 2 Term: Second Term, Week 5 Topic: Work, Energy and Power Sub-topic: Work Done by a Force Duration: 40 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, students should be able to:

  1. Define work done in physics and state its SI unit
  2. State and apply the formula: Work = Force × Distance
  3. Calculate work done in given problems, including word problems
  4. Differentiate between when work is done and when no work is done (in the physics sense)

Previous Knowledge: Students have studied force, its types, and its effects. They know the concept of displacement and the SI units of force (Newtons) and distance (metres).

Instructional Materials:

  • Whiteboard and markers
  • A heavy book and a table (for demonstration)
  • Spring balance (if available)
  • Calculator

Reference Materials:

  • New School Physics for Senior Secondary Schools (NERDC-approved)
  • NERDC Physics Curriculum for SS 2

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityStudent's Activity
Picks up a heavy book and places it on the table.Students observe.
"Did I just do work?""Yes!"
Pushes against the wall for 10 seconds.Students observe.
"Am I doing work now?"Some say yes, some say no.
"In everyday language, pushing the wall seems like work. But in Physics, I did NOT do work because the wall didn't move! Today we'll learn the scientific definition of work."Students show curiosity.

Step 2: Presentation (18 minutes)

Definition:

Teacher's ActivityStudent's Activity
"In Physics, work is done when a force moves an object through a distance in the direction of the force."Students copy the definition.

Three conditions for work to be done:

Teacher's ActivityStudent's Activity
1. A force must be applied
2. There must be a displacement (movement)
3. The displacement must be in the direction of the force (or have a component in that direction)

Formula:

Teacher's ActivityStudent's Activity
W = F × dStudents copy the formula.
Where:
W = work done (measured in Joules, J)
F = force applied (measured in Newtons, N)
d = distance moved in the direction of the force (measured in metres, m)

SI Unit:

Teacher's ActivityStudent's Activity
1 Joule = 1 Newton × 1 metre (1 J = 1 N·m)
"The unit is named after James Prescott Joule."

Example 1:

Teacher's ActivityStudent's Activity
A boy pushes a box with a force of 50 N through a distance of 4 m. Calculate the work done.
W = F × d = 50 × 4 = 200 JStudents solve along.

Example 2:

Teacher's ActivityStudent's Activity
A girl lifts a bag weighing 20 N from the floor to a shelf 1.5 m high. Find the work done.
W = F × d = 20 × 1.5 = 30 JStudents calculate.

Example 3:

Teacher's ActivityStudent's Activity
A man pushes against a wall with a force of 100 N for 5 minutes. Calculate the work done.
W = F × d = 100 × 0 = 0 J (The wall didn't move, so d = 0!)"Zero! Because there was no movement."

Example 4 (Finding Force):

Teacher's ActivityStudent's Activity
500 J of work is done in pushing a crate over 10 m. What force was applied?
W = F × d → F = W/d = 500/10 = 50 NStudents rearrange the formula.

Example 5 (Finding Distance):

Teacher's ActivityStudent's Activity
A force of 200 N does 1000 J of work. How far was the object moved?
d = W/F = 1000/200 = 5 mStudents solve.

When is Work NOT Done?

Teacher's ActivityStudent's Activity
- Carrying a book on your head while walking (force is upward, movement is horizontal)
- Pushing a wall that doesn't move
- Holding a heavy load without movingStudents note these scenarios.

Step 3: Practice (12 minutes)

Teacher's ActivityStudent's Activity
Writes problems on the board:Students solve independently:
1. A force of 80 N moves a table 3 m. Find W.W = 240 J
2. How much work is done when a 25 N force moves an object 6 m?W = 150 J
3. 600 J of work is done over a distance of 12 m. Find F.F = 50 N
4. A worker pushes a wheelbarrow with a force of 40 N. If 200 J of work is done, how far did the wheelbarrow move?d = 5 m
5. Explain why a student holding a bag of books standing still is not doing work in the physics sense."Because there is no displacement."
Reviews answers with the class.Students correct their work.

Step 4: Summary (5 minutes)

Teacher's ActivityStudent's Activity
"When is work done in physics?""When a force causes displacement in its direction."
"What is the formula?""W = F × d"
"What is the SI unit?""Joule (J)"
"Next class, we'll learn about kinetic and potential energy."Students note the preview.

Evaluation:

  1. Define work done in physics.
  2. State the formula for work and the SI unit.
  3. Calculate the work done when a force of 120 N moves an object 5 m.
  4. A person does 450 J of work in moving a box 9 m. What force was applied?
  5. Explain with reasons whether work is done in the following cases: (a) lifting a bucket of water from a well (b) pushing a building (c) a porter carrying luggage on his head while walking on a level road.

Assignment:

  1. A farmer pushes a plough with a force of 150 N over a distance of 20 m. Calculate the work done.
  2. 800 J of work is done in pulling a log over 16 m. Find the force applied.
  3. A crane lifts a load of 5000 N to a height of 12 m. Calculate the work done by the crane.
  4. Research: What is the relationship between work and energy? (To be discussed next class.)

Sample 10: SS 1 Chemistry — Atomic Structure

Subject: Chemistry Class: SS 1 Term: First Term, Week 5 Topic: Atomic Structure Sub-topic: Sub-Atomic Particles and Atomic Models Duration: 40 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, students should be able to:

  1. Define an atom and state its components
  2. Describe the three sub-atomic particles (protons, neutrons, electrons) with their charges, masses, and locations
  3. Define atomic number and mass number
  4. Determine the number of protons, neutrons, and electrons in an atom given its atomic number and mass number

Previous Knowledge: Students know that matter is made up of tiny particles. They have learned about elements, compounds, and mixtures. They can use the periodic table to find basic information about elements.

Instructional Materials:

  • Periodic Table chart
  • Atomic model diagram (poster or drawn on board)
  • Whiteboard and markers
  • Balls of different sizes/colours (to represent sub-atomic particles)

Reference Materials:

  • Essential Chemistry for Senior Secondary Schools (NERDC-approved)
  • NERDC Chemistry Curriculum for SS 1

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityStudent's Activity
"If you keep breaking a piece of chalk into smaller and smaller pieces, what's the smallest piece you can get that is still chalk?"Students attempt answers: "A tiny grain?" "Dust?"
"Scientists asked this same question thousands of years ago. The Greek philosopher Democritus said you'd eventually reach a particle so small it can't be broken further. He called it an atomos — meaning indivisible. This is where the word 'atom' comes from."Students listen with interest.
"Today, we know atoms CAN be broken down further — into sub-atomic particles. Let's study what's inside an atom."Students prepare their notebooks.

Step 2: Presentation (20 minutes)

What is an Atom?

Teacher's ActivityStudent's Activity
"An atom is the smallest particle of an element that can take part in a chemical reaction."Students copy the definition.

Sub-Atomic Particles:

Teacher's ActivityStudent's Activity
Draws an atomic model on the board showing nucleus and electron orbits.Students copy the diagram.
Writes a table:Students copy the table.
ParticleSymbolChargeRelative MassLocation
Protonp+11Nucleus
Neutronn0 (neutral)1Nucleus
Electrone-11/1836 (negligible)Orbits/shells around nucleus

Key Concepts:

Teacher's ActivityStudent's Activity
"The nucleus is the dense centre of the atom. It contains protons and neutrons."Students take notes.
"Electrons orbit the nucleus in energy levels (shells)."
"The atom is mostly empty space!""Empty space?"
"Yes — if the nucleus were the size of a football on the centre spot of a football field, the electrons would be at the edges of the field!"Students express surprise.

Atomic Number (Z):

Teacher's ActivityStudent's Activity
"The atomic number = number of protons in the nucleus."Students copy.
"It also equals the number of electrons in a neutral atom."
"The atomic number defines the element. All carbon atoms have 6 protons."

Mass Number (A):

Teacher's ActivityStudent's Activity
"The mass number = number of protons + number of neutrons."
"A = Z + N, so N = A - Z"

Examples:

Teacher's ActivityStudent's Activity
Carbon-12: Z = 6, A = 12
Protons = 6, Electrons = 6, Neutrons = 12 - 6 = 6Students calculate along.
Teacher's ActivityStudent's Activity
Sodium-23: Z = 11, A = 23
Protons = 11, Electrons = 11, Neutrons = 23 - 11 = 12Students verify.
Teacher's ActivityStudent's Activity
Chlorine-35: Z = 17, A = 35
Protons = 17, Electrons = 17, Neutrons = 35 - 17 = 18Students solve.
Teacher's ActivityStudent's Activity
Iron-56: Z = 26, A = 56
Protons = ?, Electrons = ?, Neutrons = ?Students: "26, 26, 30"

Step 3: Practice (10 minutes)

Teacher's ActivityStudent's Activity
"Complete this table:"Students fill in the table:
ElementZAProtonsNeutronsElectrons
Oxygen816???
Calcium2040???
Aluminium1327???
Potassium1939???
Gold79197???
Teacher's ActivityStudent's Activity
Checks answers: O(8,8,8), Ca(20,20,20), Al(13,14,13), K(19,20,19), Au(79,118,79)Students correct their work.

Step 4: Summary (5 minutes)

Teacher's ActivityStudent's Activity
"What three particles make up an atom?""Protons, neutrons, and electrons."
"Where are protons and neutrons found?""In the nucleus."
"What is the atomic number?""The number of protons."
"How do you find the number of neutrons?""Mass number minus atomic number."

Evaluation:

  1. Define an atom.
  2. Name the three sub-atomic particles and state the charge and location of each.
  3. Define atomic number and mass number.
  4. An element has an atomic number of 15 and a mass number of 31. Determine the number of protons, neutrons, and electrons.
  5. Why is the mass of an electron considered negligible?

Assignment:

  1. Using your periodic table, complete a table showing the atomic number, mass number, protons, neutrons, and electrons for: (a) Hydrogen (b) Nitrogen (c) Sulphur (d) Copper (e) Uranium.
  2. An atom has 12 protons and 12 neutrons. (a) What is its atomic number? (b) What is its mass number? (c) What element is it?
  3. Research: What are isotopes? Give two examples. (To be discussed next class.)

Sample 11: SS 1 Mathematics — Quadratic Equations

Subject: Mathematics Class: SS 1 Term: Second Term, Week 4 Topic: Quadratic Equations Sub-topic: Solving Quadratic Equations by Factorisation Duration: 40 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, students should be able to:

  1. Identify a quadratic equation and write it in standard form (ax² + bx + c = 0)
  2. Solve quadratic equations by factorisation
  3. Verify solutions by substitution
  4. Solve at least 4 out of 6 quadratic equations correctly

Previous Knowledge: Students can factorise algebraic expressions, expand brackets, and solve linear equations. They understand the concept of factors and products.

Instructional Materials:

  • Whiteboard and markers
  • Worksheets with practice problems

Reference Materials:

  • New General Mathematics for Senior Secondary Schools, Book 1
  • NERDC Mathematics Curriculum for SS 1

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityStudent's Activity
"We've been solving linear equations like 2x + 3 = 7. These have x raised to the power of 1. But what if x is raised to the power of 2?"Students listen.
Writes: x² + 5x + 6 = 0
"This is called a quadratic equation because of the x² term. Quadratic comes from 'quad' meaning square. Today, we'll learn how to solve these by factorisation."Students open their notebooks.

Step 2: Presentation (18 minutes)

Teacher's ActivityStudent's Activity
Standard Form: ax² + bx + c = 0, where a ≠ 0Students copy.

Key Principle:

Teacher's ActivityStudent's Activity
If A × B = 0, then either A = 0 or B = 0 (Zero Product Property)

Example 1:

Teacher's ActivityStudent's Activity
x² + 5x + 6 = 0
"Find two numbers that multiply to give +6 and add to give +5."Students think: "2 and 3!"
Factorise: (x + 2)(x + 3) = 0
Either x + 2 = 0 → x = -2
Or x + 3 = 0 → x = -3
Solution: x = -2 or x = -3
Check: (-2)² + 5(-2) + 6 = 4 - 10 + 6 = 0 ✓Students verify.

Example 2:

Teacher's ActivityStudent's Activity
x² - 7x + 12 = 0
"Two numbers that multiply to +12 and add to -7?"Students: "-3 and -4"
(x - 3)(x - 4) = 0
x = 3 or x = 4Students solve along.

Example 3:

Teacher's ActivityStudent's Activity
x² + 2x - 15 = 0
"Two numbers that multiply to -15 and add to +2?"Students: "+5 and -3"
(x + 5)(x - 3) = 0
x = -5 or x = 3

Example 4 (Difference of two squares):

Teacher's ActivityStudent's Activity
x² - 9 = 0
(x + 3)(x - 3) = 0
x = -3 or x = 3Students recognise the pattern.

Example 5 (when a ≠ 1):

Teacher's ActivityStudent's Activity
2x² + 7x + 3 = 0
"Multiply a × c = 2 × 3 = 6. Find two numbers that multiply to 6 and add to 7: +6 and +1"
2x² + 6x + x + 3 = 0
2x(x + 3) + 1(x + 3) = 0
(2x + 1)(x + 3) = 0
x = -1/2 or x = -3Students follow the steps carefully.

Step 3: Practice (12 minutes)

Teacher's ActivityStudent's Activity
Writes on the board — Solve by factorisation:Students solve:
1. x² + 6x + 8 = 0(x+2)(x+4) = 0; x = -2 or -4
2. x² - 5x + 6 = 0(x-2)(x-3) = 0; x = 2 or 3
3. x² + x - 12 = 0(x+4)(x-3) = 0; x = -4 or 3
4. x² - 16 = 0(x+4)(x-4) = 0; x = 4 or -4
5. 3x² + 10x + 3 = 0(3x+1)(x+3) = 0; x = -1/3 or -3
Discusses solutions. Addresses errors.Students check and correct.

Step 4: Summary (5 minutes)

Teacher's ActivityStudent's Activity
"What makes an equation quadratic?""It has x² (highest power of x is 2)."
"What's the first step in solving by factorisation?""Write in standard form, then find two numbers that multiply to give c and add to give b."
"What property do we use?""Zero product property — if AB = 0, then A = 0 or B = 0."

Evaluation:

  1. What is a quadratic equation? Give an example.
  2. Solve by factorisation: (a) x² + 8x + 15 = 0 (b) x² - 4x - 21 = 0 (c) x² - 25 = 0
  3. Verify that x = 2 is a solution of x² - 5x + 6 = 0.

Assignment: Solve by factorisation and verify your answers:

  1. x² + 9x + 18 = 0
  2. x² - 3x - 10 = 0
  3. x² - 49 = 0
  4. 2x² + 5x + 2 = 0
  5. x² - x - 30 = 0
  6. A rectangular room has an area of 12 m². If the length is (x + 1) m and the breadth is (x - 2) m, find the dimensions of the room.

Sample 12: SS 2 English Language — Essay Writing (Argumentative)

Subject: English Language Class: SS 2 Term: First Term, Week 6 Topic: Essay Writing Sub-topic: Argumentative Essay — Structure and Techniques Duration: 40 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, students should be able to:

  1. Define an argumentative essay and state its purpose
  2. Outline the structure of an argumentative essay
  3. Identify and use persuasive techniques (logical reasoning, evidence, counterargument)
  4. Write an introductory paragraph for an argumentative essay on a given topic

Previous Knowledge: Students have written narrative and descriptive essays. They understand paragraph structure, topic sentences, and the use of connectives.

Instructional Materials:

  • Sample argumentative essay on a chart/handout
  • Whiteboard and markers
  • List of argumentative essay topics

Reference Materials:

  • Exam Focus English Language for WASSCE/NECO
  • NERDC English Language Curriculum for SS 2

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityStudent's Activity
"Should students be allowed to bring phones to school? What do you think?"Students express opinions — some say yes, some say no.
"You're all giving reasons to support your views. That's exactly what an argumentative essay does — it takes a position on an issue and uses reasons and evidence to convince the reader. Today, we'll learn how to write one."Students prepare their notebooks.

Step 2: Presentation (18 minutes)

What is an Argumentative Essay?

Teacher's ActivityStudent's Activity
"An argumentative essay is a piece of writing in which the writer takes a clear position (for or against) on a topic and presents logical arguments supported by evidence to convince the reader."Students copy the definition.

Structure of an Argumentative Essay:

1. Introduction (1 paragraph)

Teacher's ActivityStudent's Activity
- Hook: An interesting opening (question, quote, statistic, or bold statement)
- Background: Brief context about the topic
- Thesis statement: Your clear position (the main argument)

2. Body Paragraphs (3-4 paragraphs)

Teacher's ActivityStudent's Activity
Paragraph 1: First argument + evidence/examples
Paragraph 2: Second argument + evidence/examples
Paragraph 3: Third argument + evidence/examples
Paragraph 4 (optional): Counterargument and rebuttal — acknowledge the opposing view and explain why your position is still stronger

3. Conclusion (1 paragraph)

Teacher's ActivityStudent's Activity
- Restate your position (using different words)
- Summarise your strongest arguments
- End with a powerful closing statement or call to action

Persuasive Techniques:

Teacher's ActivityStudent's Activity
- Logical reasoning: If A leads to B, and B leads to C...Students take notes.
- Facts and statistics: "According to UNICEF, 70% of..."
- Expert opinions: "Education researchers have found that..."
- Real-life examples: "In countries like Ghana and South Africa..."
- Emotional appeal: "Imagine a child who cannot afford..." (use sparingly)
- Rhetorical questions: "Can we truly call ourselves developed if...?"

Useful Connectives for Arguments:

Teacher's ActivityStudent's Activity
For: Furthermore, moreover, in addition, similarly, consequently
Against: However, nevertheless, on the other hand, conversely
Conclusion: In conclusion, to sum up, ultimately, in the final analysis

Example Introduction:

Teacher's ActivityStudent's Activity
Topic: "The government should make education free at all levels in Nigeria."
"Education is often described as the key to national development, yet millions of Nigerian children remain out of school due to the high cost of education. According to UNICEF, Nigeria has the highest number of out-of-school children in the world — over 18 million. While some argue that free education would burden the national budget, the long-term benefits to the economy, security, and social development far outweigh the costs. The Nigerian government should make education free at all levels because it is an investment in the nation's future."Students read and analyse the introduction.
"Notice the hook, background, and thesis statement."Students identify each component.

Step 3: Practice (12 minutes)

Teacher's ActivityStudent's Activity
"Now it's your turn. Choose ONE of these topics:"
(a) Social media does more harm than good to students.
(b) Boarding schools are better than day schools.
(c) The government should ban street hawking by children.
"Write an introduction paragraph with: a hook, background, and thesis statement."Students write their introductory paragraphs.
Circulates, reads over shoulders, and offers guidance.Students write for 8 minutes.
Selects 2-3 students to read their introductions aloud.Class listens and gives feedback.

Step 4: Summary (5 minutes)

Teacher's ActivityStudent's Activity
"What is an argumentative essay?""An essay that takes a position and uses evidence to convince the reader."
"What are the three parts?""Introduction, body, and conclusion."
"What must the introduction contain?""A hook, background, and thesis statement."
"Next class, we'll write a complete argumentative essay together."Students note the assignment.

Evaluation:

  1. Define an argumentative essay.
  2. List the three main sections of an argumentative essay.
  3. What is a thesis statement?
  4. Name three persuasive techniques used in argumentative writing.
  5. Write a thesis statement for: "Every Nigerian student should learn a vocational skill."

Assignment: Write a complete argumentative essay (400-500 words) on ONE of the following: (a) "The government should provide free internet access to all secondary school students in Nigeria." (b) "Corporal punishment should be completely banned in Nigerian schools." Your essay must include: introduction (with thesis statement), at least 3 body paragraphs (with evidence), a counterargument paragraph, and a conclusion.


Sample 13: SS 2 Economics — Demand and Supply

Subject: Economics Class: SS 2 Term: First Term, Week 5 Topic: Theory of Demand and Supply Sub-topic: The Law of Demand and Demand Schedule Duration: 40 minutes Date: [Insert Date]

Behavioural Objectives: By the end of the lesson, students should be able to:

  1. Define demand and effective demand
  2. State the law of demand
  3. Construct a demand schedule from given data
  4. Draw a demand curve and explain its downward slope
  5. List at least four factors that affect demand besides price

Previous Knowledge: Students have studied basic economic concepts including wants, needs, scarcity, and choice. They understand the concept of price and market.

Instructional Materials:

  • Graph paper/graph board
  • Demand schedule chart
  • Whiteboard and markers
  • Ruler and pencil

Reference Materials:

  • Comprehensive Economics for Senior Secondary Schools (NERDC-approved)
  • NERDC Economics Curriculum for SS 2

CONTENT DEVELOPMENT

Step 1: Introduction (5 minutes)

Teacher's ActivityStudent's Activity
"If a bag of rice costs ₦80,000 in the market, how many bags would your family buy?""Maybe one."
"What if the price drops to ₦40,000?""We'd buy two or more!"
"And if it rises to ₦120,000?""We might not buy at all or buy a smaller bag."
"You've just demonstrated one of the most important laws in Economics — the Law of Demand. Let's study it formally."Students open their notebooks.

Step 2: Presentation (18 minutes)

What is Demand?

Teacher's ActivityStudent's Activity
"Demand is the quantity of a good or service that consumers are willing and able to buy at various prices over a given period of time."Students copy the definition.

Effective Demand vs. Mere Want:

Teacher's ActivityStudent's Activity
"Effective demand = desire + ability to pay + willingness to pay"
"Wanting a car is not demand if you can't afford it. It's just a want."Students understand the distinction.

The Law of Demand:

Teacher's ActivityStudent's Activity
"The law of demand states that, all other things being equal (ceteris paribus), as the price of a good increases, the quantity demanded decreases; and as the price decreases, the quantity demanded increases."Students copy.
"In simple terms: Price up → Demand down. Price down → Demand up."
"There is an inverse (negative) relationship between price and quantity demanded."

Demand Schedule:

Teacher's ActivityStudent's Activity
"A demand schedule is a table showing the different quantities of a good that consumers are willing to buy at different prices."
Price of Rice (₦ per bag)Quantity Demanded (bags per month)
100,00050
80,000100
60,000180
40,000300
20,000500
Teacher's ActivityStudent's Activity
"Notice: as price falls, quantity demanded rises. This confirms the law of demand."Students observe the pattern.

Demand Curve:

Teacher's ActivityStudent's Activity
Draws axes on the board: Price (vertical/Y-axis), Quantity (horizontal/X-axis)Students copy the axes into their notebooks.
Plots each point from the schedule and connects them.Students plot the points on graph paper.
"The demand curve slopes DOWNWARD from left to right. This shows the inverse relationship."Students observe the downward slope.

Why Does the Demand Curve Slope Downward?

Teacher's ActivityStudent's Activity
1. Income effect: Lower prices mean your money buys more
2. Substitution effect: If one good is cheaper, people buy it instead of alternatives
3. Diminishing marginal utility: The more you consume, the less satisfaction from additional units

Factors Affecting Demand (Other Than Price):

Teacher's ActivityStudent's Activity
1. Income of consumers — higher income, higher demand
2. Price of related goods — substitutes and complements
3. Taste and fashion — preferences change over time
4. Population — more people, more demand
5. Future expectations — expected price increases cause current demand to rise
6. Government policies — taxes, subsidies, bansStudents copy the list.

Step 3: Practice (12 minutes)

Teacher's ActivityStudent's Activity
"Using this demand schedule, draw the demand curve:"Students plot and draw:
Price (₦)Quantity Demanded
50010
40020
30035
20055
10080
Teacher's ActivityStudent's Activity
Checks that students plot correctly: Price on Y-axis, Quantity on X-axis, curve slopes downward.Students complete their graphs.
"Now list 3 factors that could cause Nigerians to demand more rice, even if the price stays the same."Students suggest: population growth, festive season, increase in income.

Step 4: Summary (5 minutes)

Teacher's ActivityStudent's Activity
"State the law of demand.""As price increases, quantity demanded decreases, ceteris paribus."
"What direction does the demand curve slope?""Downward from left to right."
"Name two factors that affect demand other than price."Students give examples.
"Next class, we'll study the law of supply."Students note the preview.

Evaluation:

  1. Define demand and effective demand.
  2. State the law of demand.
  3. Explain why the demand curve slopes downward from left to right.
  4. From the demand schedule below, draw a demand curve:
Price (₦)Quantity
50200
100150
150100
20060
25030
  1. List four factors that affect demand apart from price.

Assignment:

  1. Explain with examples the difference between effective demand and mere wants.
  2. Draw a demand curve for a commodity of your choice. Create your own demand schedule with at least 5 price-quantity pairs.
  3. Explain how each of the following would affect the demand for school uniforms in Nigeria: (a) an increase in the number of students (b) a government policy making school uniforms optional (c) an increase in household income.

How to Adapt These Samples for Your Classroom

These samples are templates — here's how to make them work for your specific situation:

1. Match Your Scheme of Work

Replace the topic and sub-topic with whatever your scheme of work specifies for the current week. Keep the structure the same.

2. Adjust for Your Students' Level

If your students are advanced, add more challenging examples and evaluation questions. If they're struggling, simplify the language and add more guided practice time.

3. Use Local Context

Replace names, places, and examples with ones familiar to your students. Use your school name, local market names, and culturally relevant scenarios.

4. Modify the Timing

If your school's periods are 30 minutes instead of 40, reduce the practice section. If you have double periods, add more activities and group work.

5. Update Reference Materials

Replace the textbook references with the specific textbooks approved by your school or state.


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Frequently Asked Questions

What format should Nigerian lesson notes follow?

Nigerian lesson notes should follow the standard format recommended by NERDC and SUBEBs: subject details, behavioural objectives, previous knowledge, instructional materials, reference materials, content development (with teacher and student activities), evaluation questions, and assignment. The exact format may vary slightly between schools, so always confirm with your school's administration.

How do I adapt a lesson note sample for my class?

Start by replacing the topic and sub-topic with what your scheme of work requires for the current week. Adjust the examples and activities to match your students' ability level — simplify for weaker classes, add challenge for stronger ones. Use names, places, and scenarios familiar to your students. Finally, modify the timing to fit your school's period length.

Can I use the same lesson note for different classes at the same level?

Yes, if you teach the same subject to multiple classes at the same level (e.g., JSS 2A and JSS 2B), you can use the same lesson note. However, adjust based on each class's pace, ability, and what worked or didn't work in the first class.

Are these lesson note samples aligned with the Nigerian curriculum?

Yes. All samples in this collection follow the NERDC curriculum structure and cover topics from the approved scheme of work for each subject and class level. The reference materials listed in each sample point to NERDC-approved textbooks.

How many lesson notes should I prepare per week?

This depends on your teaching load. Primary school teachers who teach all subjects may need 15-25 lesson notes per week. Secondary school subject teachers typically need 5-15 per week. Using AI tools like SchoolHub's Lesson Note Generator can reduce preparation time from hours to minutes.

What is the difference between lesson notes and lesson plans?

A lesson plan is a broader overview of a topic that may span several lessons, while a lesson note is the detailed, period-by-period teaching guide for a single class session. Lesson notes contain the full content, examples, teacher/student activities, and evaluation questions. For a detailed comparison, see our complete guide to writing lesson notes.


Conclusion

Quality lesson notes are the foundation of effective teaching. With the samples in this collection, you have a solid starting point for every major subject across primary and secondary school levels in Nigeria.

Remember:

  • Use these samples as templates, not rigid scripts
  • Adapt content to match your specific scheme of work and students' needs
  • Always include clear behavioural objectives, teacher/student activities, and evaluation
  • Save your lesson notes digitally for easy reuse and sharing
  • Consider using AI tools to generate first drafts and save hours of writing time

Related Resources:


Last Updated: February 2026 Written by the SchoolHub Team — Empowering Nigerian Teachers

Tags:Lesson NotesLesson Note SamplesNigeriaPrimary SchoolSecondary SchoolTeaching ResourcesNERDC Curriculum

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