EMA1501 Assignment 3 PORTFOLIO (COMPLETE ANSWERS) 2026 - DUE October 2026; 100% TRUSTED Complete, trusted solutions and explanations. For assistance, Whats-App 0.8.1..2.7.8..3.3.7.2... Ensure your success with us...... Play is often referred to as a child’s work. It is the way that children experience life and can make sense of the world around them. It is therefore, through play that children discover and learn many mathematical concepts spontaneously.
From the above, it is clear that a play-based approach to the learning of mathematics is essential for the young child. Play provides a safe environment where they can creatively explore the world and get to know the different mathematical concepts necessary for further success in the field.
1.1 Look at the illustrations below: 1.
2.
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3.
4.
5.
6.
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1.1.1 In the spaces provided below, name and define the type of play depicted by each picture (12)
TYPE OF PLAY
1.
2.
3.
4.
5.
6.
1.1.2. Find recycled materials around your home, shops, malls and any other place in your community and develop your own resources that you can use in activities, on each of the six types of play to teach young children mathematical concepts. Take pictures of your developed resources and paste them on the spaces provided. (6x3=18)
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MATHEMATICAL CONCEPTS AND SKILLS TO CHOOSE FROM: (Counting, Matching, Shape, Space, Patterns, Measurement, Data Handling, Ordering, Story Sums, Classification, Conservation, One-to-One Correspondence).
PLAY 1: PICTURE OF RESOURCE DEVELOPED
(3)
PLAY 2: PICTURE OF RESOURCE DEVELOPED
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(3)
PLAY 3: PICTURE OF RESOURCE DEVELOPED
(3)
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PLAY 4: PICTURE OF RESOURCE DEVELOPED
(3)
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PLAY 5: PICTURE OF RESOURCE DEVELOPED
(3)
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PLAY 6: PICTURE OF RESOURCE DEVELOPED
(3)
1.1.3. Give a summary (with an introduction, main and conclusion) of an activity you’ll do for each type of play, and which concept you’ll be teaching. You may not teach the same concept for more than one type of play. (6x6=36)
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MATHEMATICAL CONCEPTS AND SKILLS TO CHOOSE FROM:
Counting, Matching, Shape, Space, Patterns, Measurement, Data Handling, Ordering, Story Sums, Classification, Conservation, One-to-One Correspondence.
Concept to be taught: (1)
Summary (with an introduction, main and conclusion) of an activity you’ll do for Play 1
5)
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Concept to be taught: (1)
Summary (with an introduction, main and conclusion) of an activity you’ll do for Play 2
5)
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Concept to be taught: (1)
Summary (with an introduction, main and conclusion) of an activity you’ll do for Play 3
5)
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Concept to be taught: (1)
Summary (with an introduction, main and conclusion) of an activity you’ll do for Play 4
5)
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Concept to be taught: (1)
Summary (with an introduction, main and conclusion) of an activity you’ll do for Play 5
5)
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Concept to be taught: (1)
Summary (with an introduction, main and conclusion) of an activity you’ll do for Play 6
5)
(66)
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ACTIVITY 2
LOOK AT THE PICTURE OF A GRADE R CLASSROOM BELOW:
2.1 Use the template given below, to plan an emergent mathematics lesson, using any of the resources you can identify from the picture. Decide on a concept or concepts to teach. (34)
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MATHEMATICS LESSON PLAN
STUDENT NAME & STUDENT NUMBER:
(2)
DATE
(1)
THEME
(1)
TERM
(1)
TOPIC
(1)
SUBJECT
Mathematics
DURATION
(1)
Guidance on what to focus on from CAPS
• Numbers, Operations and Relationships: Counting objects, recognising number symbols and names, describing, comparing and ordering numbers, and solving word problems in context.
• Patterns, Functions and Algebra: Copying, extending, describing, and creating patterns using physical objects, drawings, and symbolic forms; working with both number and geometric patterns.
• Space and Shape (Geometry): Recognising and naming 2D shapes (e.g., circles, squares, triangles) and 3D objects (e.g., balls, boxes); describing the position of objects in space.
• Measurement: Comparing and ordering objects based on length, mass, and capacity; using non-standard units to measure; telling time using routines; and sequencing events.
• Data Handling: Collecting and sorting objects; representing data using concrete objects and pictures; answering questions about the data.
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Aim of the lesson: (What do you intend to achieve in the lesson, providing a sense of direction for teaching and learning). (2)
Learning objectives: (Describe what learners should be able to do at the end of the lesson. Provide examples of verbs to be used: identify, explain, differentiate, etc. (3)
1.
2.
3.
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Resources: Paste pictures of the resources that you made. (5)
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Small group activities
These activities are related to the theme, content areas, or skills that the learners have already mastered. Once given instructions, they can work independently whilst you work with the focus group. Describe what each group will do.
Small Group Activity 1 (2)
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Small Group Activity 2 (2)
Small Group Activity 3 (2)
Small Group Activity 4 (2)
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FOCUSED ACTIVITY (Teaching a new concept/extending or revising)
Introduction (Get the learners motivated for learning related to your objectives – stories, songs, sifting, sorting, manipulating object to compare it, identifying patterns, grouping things) (3)
Development - (introduce the new concept through problem-solving, asking open-ended questions, role play - Use concrete resources, blocks, counters, paper shapes, real-life objects, pictures, do nature walks beforehand to collect objects to be used) (3)
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Conclusion – (Recap concepts learned through songs, rhymes, or quick games that review key ideas, pattern clapping, drawings, creation of patterns. Ask learners to share their learnings.)
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EMA1501
Assignment 3 PORTFOLIO 2026
Unique number:
Due date: October 2026
ACTIVITY 1: PLAY
1.1.1 Types of play shown in the six pictures
1. Dramatic or pretend play
The first picture shows dramatic or pretend play because the children are acting as
health workers and patients. In this kind of play, children copy real situations that
they see in everyday life and use language, objects and imagination to create roles.
A Grade R teacher can use this play to bring mathematics into familiar situations,
such as counting patients, matching medicine containers, comparing heights or
arranging appointments in order. Pretend play is useful because young children
often understand mathematical ideas better when the ideas are linked to
experiences that make sense to them (Ginsburg et al., 2008).
, ACTIVITY 1: PLAY
1.1.1 Types of play shown in the six pictures
1. Dramatic or pretend play
The first picture shows dramatic or pretend play because the children are acting as
health workers and patients. In this kind of play, children copy real situations that
they see in everyday life and use language, objects and imagination to create roles.
A Grade R teacher can use this play to bring mathematics into familiar situations,
such as counting patients, matching medicine containers, comparing heights or
arranging appointments in order. Pretend play is useful because young children
often understand mathematical ideas better when the ideas are linked to
experiences that make sense to them (Ginsburg et al., 2008).
2. Physical or movement play
The second picture shows physical or movement play. The children are running,
jumping, balancing and using balls and hoops, so they are learning through whole
body movement. This kind of play can support mathematical language such as over,
under, near, far, first, second, faster, slower, long and short. It can also be used for
counting jumps or steps. In my view, this is especially useful in Grade R because
children are not expected to sit quietly for long periods while learning mathematics.
Movement gives them a practical way to experience space and number (Clements &
Sarama, 2014).
3. Constructive play
The third picture shows constructive play because the children are building with
blocks. Constructive play happens when children join, stack, arrange or combine
materials to make something. While building, they naturally work with shapes, size,
balance, position, comparison and measurement. They may notice that a tall tower
needs a stable base or that two small blocks can take the same space as one larger
block. These experiences help children build early mathematical thinking through