|
|
- 1Recall and identify numbers from 0 to 10 and explain what happens when we move in the opposite direction
- 2Show learners a line drawn on the floor with a cross in the middle (marked as zero). Ask: Where have you seen numbers arranged in a line? Learners share examples from textbooks, rulers, or thermometers
|
- BUILDING A NUMBER LINE WITH POSITIVE AND NEGATIVE NUMBERS
- 1Using chalk, draw a horizontal line on the floor with a cross marked at the centre. Write 0 at the cross, then write 1, 2, 3, 4, 5 to the right and explain these are positive numbers. Write −1, −2, −3, −4, −5 to the left and explain these are negative numbers. Point to each number and ask learners to repeat the name aloud
- 2Pair learners and provide each pair with a blank strip of paper and a ruler. Learners draw their own number line, marking 0 in the centre, then write positive numbers (1 to 10) to the right and negative numbers (−1 to −10) to the left using the Textbook as a reference for layout. Circulate and check that each pair labels the numbers correctly
- 3Struggling learners: work only with numbers −5 to +5 initially and use the teacher's floor line as a model.
|
- 1Textbook
- 2Chalk
- 3Blank paper strips
- 4Rulers
- 5Exercise books
|
- 1Ask learners: If Kofi starts at 0 and moves 4 steps to the right, where does he stand? (Answer: +4). If Ama starts at 0 and moves 3 steps to the left, where does she stand? (Answer: −3). Learners shout answers chorally
- 2Hold up your drawn number line and point randomly to a number (e.g., −7). Ask learners to stand and point in the correct direction (left or right) and say the number aloud
Exercise
- 1Draw a simple number line on the board showing 0 in the centre, +5 to the right, and −5 to the left. Ask learners: Write in your exercise book: If I move 2 steps to the right of 0, what number am I on? If I move 4 steps to the left of 0, what number am I on?
|
|
|
- 1Identify positive and negative values on a number line from +10 to -10
- 2Draw a horizontal line on the board with 0 in the middle. Ask: Where would we place 5? Where would we place -5? Learners point or call out positions without moving yet
|
- BUILDING AND USING A NUMBER LINE WITH POSITIVE AND NEGATIVE VALUES
- 1Display the Textbook page showing a number line from -10 to +10. Point to +7 and ask: What number is this? Point to -7 and ask: What number is this? How are they different? Read the exemplar aloud: numbers on the right of 0 are positive; numbers on the left of 0 are negative. Learners repeat the rule chorally three times
- 2Provide each pair with a sheet of paper to draw their own number line from -10 to +10, marking 0 in the centre. Call out a number such as +4, and learners mark it with a circle. Then call out -4 and learners mark it with a square. Repeat with three more pairs of numbers: +8 and -8, +2 and -2, +10 and -10. Ask: What do you notice about the positions of each pair?
- 3Struggling learners: work with numbers from -5 to +5 only and use the Textbook as a reference while drawing.
|
- 1Textbook
- 2Paper and pencil
- 3Whiteboard and marker
- 4Number cards (-10 to +10)
|
- 1Learners stand and form a human number line across the classroom, holding cards numbered from -10 to +10. Call out a situation: Ama gained 6 points in a game. Which learner holds that number? Then: Kofi lost 4 points. Which number shows that? Learners move and respond
- 2Ask: If you owe someone 3 cedis, is that positive or negative? Learners whisper their answer to a partner, then show thumbs up if they agree it is negative, thumbs down if they disagree
Exercise
- 1Draw a number line from -10 to +10 on your paper. Mark and label two numbers: one positive number greater than +5, and one negative number less than -3. Write a short sentence explaining what each number could represent in a real situation in their exercise books.
|