Social Studies — Interges

Grade 6  ·  80 minutes  ·  Term 2 week 7  ·  22 June 2026

SchoolBauleni special needs school
TeacherLybina mukumbo
Date22 Jun 2026
ClassGrade 6
SubjectSocial Studies
Duration80 min
TimePeriod 2 0840 to 0940
Learners12
Term/WeekTerm 2 week 7

Topic

Interges

Sub-Topic

Number line

General Competences

Critical Thinking, Problem Solving, Financial Literacy

Specific Competences

Apply the competence in interges

Learning Activities

Copy from the syllabus

Expected Standard

Learners will able to understand interges

References

Minister of education 2013

Lesson Goal

By the end of this lesson, learners should be able to apply the concept of a number line to accurately represent and solve real-life problems involving integers in Social Studies contexts, such as historical timelines, geographical elevation, and financial transactions.

Rationale

This lesson focuses on the number line as a visual tool for understanding integers (positive and negative numbers), building directly on learners' prior knowledge of counting, ordering, and comparing whole numbers up to 1,000,000 from lower and middle grades. Understanding integers is critically important for interpreting real-world data in Social Studies, including elevation levels above and below sea level, historical timelines involving BC and AD, and financial transactions that involve profit and loss or credit and debt. Through the deliberate development of the competences of Critical Thinking, Problem Solving, and Financial Literacy, this lesson employs active, learner-centred methods such as guided discovery, collaborative poster creation, and independent problem-solving to ensure learners construct their own understanding and apply it meaningfully to Zambian contexts.

Prior Knowledge / Prerequisite Knowledge

Learners already possess foundational knowledge of counting, ordering, and comparing whole numbers up to 1,000,000. They also have basic competence in addition and subtraction of whole numbers. This prior knowledge will be activated at the start of the lesson through a quick 'Ordering Numbers' game on the chalkboard, where learners arrange given whole numbers (e.g., 15, 250, 1,000) from smallest to largest. This mental exercise will be directly linked to understanding the sequential order of integers on a number line, creating a smooth cognitive bridge to the new content involving negative numbers.

Learning Environment

  • Natural Environment: The teacher will reference natural landmarks in Zambia with varying elevations, such as the Muchinga Escarpment (high elevation, represented as a large positive integer on the number line) and the floor of the Luangwa River valley (low elevation, represented as a small positive integer or approaching zero). This creates a tangible, mental number line rooted in the learners' national geography.
  • Artificial Environment: The classroom will be arranged in a whole-class setting to facilitate direct instruction and group sharing. A large, clearly marked floor number line will be created using masking tape, spanning from -20 to +20. The chalkboard will feature a permanent, pre-drawn horizontal line for teacher modelling, and a brightly coloured 'Number Line Wall Chart' displaying integers from -30 to +30 will be displayed prominently at the front of the classroom for constant reference throughout the lesson.
  • Technological Environment: If available, a basic overhead projector or a tablet connected to a projector will be used to display a short interactive number line simulation (e.g., from the PhET website, downloaded onto a local device). This will allow the teacher to dynamically demonstrate the position of integers. Failing this, a pre-prepared large chart showing a number line with movable cardboard markers will serve as the primary manipulative visual aid.

Teaching and Learning Materials / Resources

  • Masking tape for creating a floor number line
  • Large numbered cards (-20 to +20) printed on A4 paper for floor activities
  • Four large sheets of chart paper (one for each collaborative group)
  • Marker pens in various colours (red, blue, green, black)
  • Learners' exercise books and pencils
  • Pre-printed worksheets with blank number lines and problem-solving scenarios based on Zambian contexts
  • A set of small objects (e.g., bottle tops, small stones, beans) for learners to use as place markers on their desks
  • Four pre-prepared scenario cards (Timeline of Presidents, Elevation of Towns, Business Profit/Loss, Temperature Comparison)

Cross-Cutting Issues

  • Financial Education: This lesson deeply integrates Financial Education by using real-life examples of profit and loss in a small Zambian business (e.g., selling fritters or tomatoes) and personal credit and debt (e.g., borrowing money from a friend). Learners plot these financial states as positive and negative integers on the number line, directly building foundational skills for personal financial management and understanding economic activity.
  • Special and Inclusive Education: The lesson is designed to be inclusive of learners with learning difficulties by incorporating multiple learning modalities. The floor number line provides a kinaesthetic, whole-body learning experience. The collaborative poster work allows for peer support and differentiated roles, ensuring every learner can contribute meaningfully. Visual aids, clear step-by-step instructions, and repeated verbal explanations are used throughout the lesson to support diverse learning needs.

Lesson Progression (Model: Gradual Release of Responsibility (GRR))

Phase Teacher Activities Learner Activities Assessment Criteria
INTRODUCTION
I DO
Focus Lesson
12 min
  • Hook: "Imagine you are standing at the edge of the Kariba Dam wall. The water level is our starting point, zero. A crocodile is swimming 10 metres below the wall, so it is at -10. A fish eagle is perched 25 metres above the wall, at +25. This line of numbers going down and up is called a number line! Today, we will learn how to use it."
  • Prior Knowledge Questions: "What number comes just after 10?" "If we put 15 and 25 on a line, which one is on the right?" "What does it mean when a shopkeeper says he made a loss of 50 Kwacha?"
  • Lesson Goal: "By the end of this lesson, you will be able to use a number line to show and solve problems about integers in real life, like in history, geography, and money."
  • Direct Instruction: Draw a large number line on the board. Label 0, then count to the right for positive numbers (+1, +2, +3...). Count to the left for negative numbers (-1, -2, -3...). "Positive numbers are on the right of zero. Negative numbers are on the left of zero."
  • Worked Example: "Plot +3 and -4 on the number line." (Think aloud: "I find zero. To plot +3, I move 3 steps to the right. To plot -4, I move 4 steps to the left.") "Which number is greater? +3, because it is on the right."
  • Learners listen to the hook scenario and share their own ideas about where the crocodile and fish eagle would be.
  • Learners answer the prior knowledge questions individually by raising their hands or writing the answer on their slates.
  • Learners state the lesson goal in their own words when asked by the teacher.
  • Learners observe the teacher's modelling, follow the counting steps on their fingers, and ask questions for clarification. (Develops: Critical Thinking)
  • Learners copy the worked example (+3 and -4) into their exercise books. (Develops: Critical Thinking)
  • Learners accurately recall the order of whole numbers from smallest to largest.
  • Learners correctly identify the meaning of loss and gain in a financial context.
  • Learners confidently explain that the lesson is about learning how to use a number line.
  • Learners clearly state that positive numbers are on the right of zero and negative numbers are on the left.
  • Learners accurately copy the plotted points onto their own number line.
DEVELOPMENT
WE DO
Guided Instruction
22 min
  • Learning Activity (Copy from syllabus - Applied): "We will now use our floor number line to act out real-life situations."
  • Guided Task 1: "Prudence saved 50 ngwee. Chileshe borrowed 20 ngwee from a friend." (Call up two learners). "Prudence, if saving is positive, stand at +50. Chileshe, if borrowing is a debt, stand at -20. Where is the zero point?"
  • Prompting Questions: "What is the opposite of +50?" "If Chileshe earns 20 ngwee, does he move left or right on the line?" "What is the distance between +50 and -20 on the number line?"
  • Guided Task 2: "The temperature in Mpulungu this morning is +25°C. In the evening, it drops by 27 degrees. What is the evening temperature?" (Use the floor number line to step from +25, 27 steps to the left). "It is -2°C."
  • Scaffolded Practice: Distribute a worksheet with three problem-solving questions. Question 1: Plot +8 and -11. Question 2: A school's profit of 1,000 Kwacha is shown as +1000 on a graph. How would you show a loss of 500 Kwacha? Question 3: If you start at -5 and move 8 steps to the right, where do you land?
  • Learners selected to represent Prudence and Chileshe physically move to the correct positions on the floor number line.
  • Learners respond to the teacher's cued questions, gradually taking more responsibility for explaining the steps. (Develops: Critical Thinking, Financial Literacy)
  • Classmates observe the temperature demonstration and guide the volunteer with verbal instructions.
  • Learners attempt the three scaffolded worksheet questions individually, showing their working in their exercise books. (Develops: Problem Solving, Financial Literacy)
  • Learners accurately plot financial values (profit/credit as positive, loss/debt as negative) on the floor number line.
  • Learners correctly explain that opposites are the same distance from zero but on opposite sides.
  • Learners appropriately guide their peer through the temperature drop using the number line.
  • Learners correctly calculate the new integer value after a specified movement on the number line.
WE DO
Collaborative
34 min
  • Task Instruction: "In your groups of four, you will receive a scenario card. Your task is to work together to create a large, colourful number line poster that represents the data in your scenario."
  • Scenario Cards: Group 1: Timeline of early Zambian presidents (Kaunda 1964+, Chiluba 1991+, etc.). Group 2: Elevation of Zambian places (Lusaka 1300m+, Livingstone 900m+, Mkushi 1200m+). Group 3: Profit and loss of a small business over four months (+400, -150, +600, -200). Group 4: Temperatures in four towns (+28, -2, +34, +15).
  • Discussion Prompt: "How will you decide the scale of your number line? What is the smallest number? What is the largest? Who will be responsible for drawing, plotting, and presenting?"
  • Facilitation: Walk around among groups, observing progress and listening to discussions. Ask probing questions to groups that are stuck: "What should represent zero in your timeline scenario?"
  • Sharing: Invite each group to present their poster to the class. Provide positive feedback and highlight accurate integer representation.
  • Learners read the scenario card and discuss their approach with their group members.
  • Learners collaborate to design and construct the number line poster, with each member contributing to drawing, plotting, or colouring. (Develops: Collaboration, Critical Thinking)
  • Learners record their group's final integers on a small piece of paper for their exercise books as a record.
  • Selected learners present their group's output to the class for peer feedback. (Develops: Communication, Critical Thinking)
  • Learners appropriately discuss and plan the scale and design of their number line as a team.
  • Learners accurately construct a number line with a consistent scale and correctly plot all data points.
  • Learners correctly record the integer values in their personal exercise books.
  • Learners clearly present their group's work, explaining the meaning of the positive and negative numbers in context.
CONCLUSION
YOU DO
Independent Practice
12 min
  • Independent Task: "I want you to work silently in your exercise books. Draw a number line from -10 to +10. Plot the following integers: -7, +4, -2, +9. Then, write the integer that is the opposite of each one."
  • Consolidation Questions: "What does the number 0 represent on a number line?" "How can you tell if a number is greater than another on a number line?" "Give me one real-life example of a negative integer we discussed."
  • Learner-Led Summary: "Mulenga, can you tell us one important thing you learned today?" "Grace, how is the number line useful in Social Studies?"
  • Link Forward: "Today we learned to locate and represent integers. Tomorrow, we will learn how to add and subtract these numbers using the same number line."
  • Homework: "Complete the worksheet I am distributing. It has five problem-solving questions on representing integers. It is due on Monday. Show all your working."
  • Closure: "Excellent work today, Grade 6! You showed great teamwork and critical thinking. I am very proud of you."
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