Lesson Notes By Weeks and Term v5 - Grade R

Lesson Video

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Performance objectives

• This week's focus is on solidifying the foundational understanding of numbers from 0 to 5. We move beyond simply reciting number names (rote counting) to connecting those names with actual quantities. This is a crucial step in developing number sense. Learners will engage in hands-on activities to count objects accurately, compare different quantities, and begin to recognise and use the written number symbols.
• In a South African context, this skill is used daily. It's used when sharing amagwinya (vetkoek) with siblings to make sure it's fair, counting out coins to buy sweets at the spaza shop, counting friends to play a game of kgati (skipping rope), or helping a family member count chickens or vegetables from the garden. Mastering these early concepts builds confidence and prepares learners for all future mathematical learning.
• Learning Objectives (CAPS Aligned):
• By the end of this week, learners should be able to:
• Count concrete objects reliably up to 5, demonstrating one-to-one correspondence (touching one object for each number word).

Lesson summary

This week's focus is on solidifying the foundational understanding of numbers from 0 to

5. We move beyond simply reciting number names (rote counting) to connecting those names with actual quantities. This is a crucial step in developing number sense. Learners will engage in hands-on activities to count objects accurately, compare different quantities, and begin to recognise and use the written number symbols. In a South African context, this skill is used daily.

Lesson notes

This section explains the core ideas learners will grapple with this week. The emphasis is on hands-on, concrete learning before moving to abstract symbols.

Concept 1: One-to-one Correspondence This is the most important counting skill. It means matching one, and only one, number word to each object being counted.

What it is: The understanding that each object in a set gets one count.

How to teach it: Encourage learners to physically touch or move each object as they say a number. This slows them down and prevents them from rushing ahead with the number words while leaving objects uncounted.

Worked example

Problem: Count the stones in this pile.

Step 1: Place the stones in a line to make them easier to count.

Step 2: Touch the very first stone and say, "One".

Step 3: Touch the next stone and say, "Two".

Step 4: Touch the next stone and say, "Three".

Step 5: Touch the last stone and say, "Four".

Conclusion (Cardinality): The last number you said was 'four'. That means there are four stones in the pile. This final number tells us 'how many'.

Concept 2: Comparing Quantities (More, Less, The Same As)

This involves looking at two different groups and determining their relationship.

What it is: Understanding that groups of objects can be bigger, smaller, or equal in quantity.

How to teach it: Use a matching strategy. Line up objects from each group next to each other to see which group has 'leftovers' or which group runs out first.

Worked

Example:

Problem: Thabo has a plate with 4 biscuits. Sipho has a plate with 2 biscuits. Who has more? Who has less?

Step 1: Place Thabo's 4 biscuits in a row.

Biscuit - Biscuit - Biscuit - Biscuit

Step 2: Place Sipho's 2 biscuits in a row directly underneath Thabo's.

Biscuit - Biscuit

Step 3: Draw lines to match one biscuit from Thabo's plate to one from Sipho's plate.

Thabo: [Biscuit] - [Biscuit] - Biscuit - Biscuit

| |

Sipho: [Biscuit] - [Biscuit]

Analysis: We can see that Thabo has two biscuits that have no partner. These are 'extra' biscuits. Sipho's biscuits all have a partner.

Conclusion: Because Thabo has extra biscuits, Thabo has more. Because Sipho ran out of biscuits to match, Sipho has less.

The Same As: If both had 3 biscuits, every single biscuit would have a partner, so they would have the same as each other.

Concept 3: Representing Numbers (Concrete, Pictorial, Symbolic)

Numbers can be shown in different ways. Learners need to connect these representations.

What it is: Understanding that the number 'three' can be shown as 3 bottle tops, a drawing of 3 suns, or the symbol '3'.

How to teach it: Use number mats. For the number '3' mat, it would have the symbol '3', a space to place 3 objects, and a space to draw 3 things.

The Number Zero (0): This is a special and important number. It means 'nothing' or 'none'.

Worked

Example:

Problem: Show me the number zero.

Concrete: Show an empty hand or an empty container. Say, "There are zero counters in this bowl."

Pictorial: Draw a circle or a box with nothing inside it.

Symbolic: Write the numeral

0.

Guided Practice (With Solutions)

Question 1: Counting Cars

Teacher places 5 toy cars on the mat and asks: "Let's count how many toy cars are on the mat. Remember to touch each one as we say the number."

Worked Solution:

The teacher guides a learner's hand to touch the first car and says, "One".

They move to the second car, touch it, and say, "Two".

They move to the third car, touch it, and say, "Three".

They move to the fourth car, touch it, and say, "Four".

They move to the last car, touch it, and say, "Five".

The teacher then asks, "So, how many cars are there altogether?" The learner should answer, "Five".

The teacher reinforces: "Correct! The last number we say tells us how many there are."

Question 2: Comparing Leaves

Teacher shows two branches. Branch A has 3 leaves. Branch B has 5 leaves. "Which branch has less leaves? Let's check together."

Worked Solution:

The teacher takes one leaf from Branch A and one from Branch B and puts them together as a pair.

The teacher repeats this for the second leaf from each branch, making another pair.

The teacher repeats this for the third leaf from each branch, making a third pair.

The teacher points to Branch A and says, "Are there any leaves left here?" The learners say, "No."

The teacher points to Branch B and says, "Are there leaves left here?" The learners say, "Yes."

The teacher concludes: "Branch A ran out of leaves first, so it has less leaves. Branch B has extra leaves, so it has more leaves."

Question 3: Number Symbol Match

Teacher holds up 4 fingers and asks: "How many fingers am I holding up? Can you find the number card on the table that shows this many?"

Worked Solution:

Learners count the teacher's fingers: "One, two, three, four."

Learners look at the number cards (0, 1, 2, 3, 4, 5) spread on the table.

The learner should scan the cards and pick up the one that shows the symbol

4. The teacher affirms: "Excellent! Four fingers matches the number 4."

Independent Practice (Questions Only)

Count the beads on the string. Draw a circle around the correct number. (Image of a string with 5 beads, with numbers 3, 4, 5 next to it).

Draw 3 happy faces in the box below.

Look at the two groups of apples. Circle the group that has more.

(Group 1: 2 apples.

Group 2: 4 apples).

Match the number of dots to the correct number symbol by drawing a line.

(Image: ● ●) -> (Number: 3)

(Image: ● ● ● ●) -> (Number: 5)

(Image: ● ● ●) -> (Number: 2)

(Image: ● ● ● ● ●) -> (Number: 4)

How many wheels are on the bicycle? Write the number in the block. (Image of a standard bicycle).

Sindi has 1 sweet. Her friend has 0 sweets. Who has more sweets?

Draw a group of stars that is the same as the group of moons.

(Image: ☾ ☾ ☾ ☾)

(Box for drawing stars)