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EMA1501 Assignment 5 Due 25 September 2024

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QUESTION 1: PRE-NUMBER CONCEPTS (25) Read the statement below and answer the questions that follow. From birth already, children are exposed to mathematical concepts and activities. For example, when feeding a baby, a mother measures the formula in millilitres; during bath times, nursery rhymes like, “One, two, three, four fiveonce I caught a fish alive” can be said, etc. 1.1 With the above statement in mind, discuss how the following five pre-number concepts form the foundational understanding of numbers and how these concepts contribute to logical thinking about numbers. (5x3= 15) • One-to-one correspondence • Comparison • Conservation • Ordering • Subitising 1.2 Use an example of appropriate activities for each of the above (1.1) pre-number concept to demonstrate your understanding of these concepts. (5x2= 10) EMA1501/ASSESSMENT 5 /0/2024 5 QUESTION 2: DEVELOPING MATHEMATICAL CONCEPTS THROUGH PLAY (10) Read the sentence below and answer the questions that follow. Young children learn maths informally through a wide variety of play experiences. 2.1 Identify the different types of play illustrated in the two pictures below. (4) 2.2 Explain how each type of play contributes to the development of mathematics concepts in children. (2x3= 6) Picture 1 Picture 2 QUESTION 3: TIME (20) Read the statement below and answer the questions that follow. One of the most difficult concepts for a young child to grasp is that of ‘the passage of time’. Time cannot be seen or measured directly. Illustrate how you would teach time using the following concepts, during the Grade R Daily Programme: • Birthdays • Calendar • Seasons • Day and Night (4x5= 20) 6 QUESTION 4: PATTERNS (20) Read the statement below and answer the questions that follow. Patterning is ordering according to a specific pattern/rule. We find patterns everywhere in everyday life, for example in nature, in/on buildings, on dress material, in the pattern of laying a table, in art, in music, etc. 4.1 In light of the above statement, justify the importance of patterns and how they (patterns) contribute to problem-solving. (10) 4.2 The developmental sequence

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EMA1501


Assignment 5


DUE 25 September 2024

, QUESTION 1: PRE-NUMBER CONCEPTS
1.1


1. One-to-One Correspondence: This refers to the ability to match each object in a
set with one unique counterpart in another set. This concept lays the groundwork for
understanding counting and ensures that children recognize the relationship
between quantities. By developing one-to-one correspondence, children begin to
understand that numbers represent quantities, which is essential for later arithmetic.
2. Comparison: Comparison involves determining which of two or more quantities is
greater, lesser, or equal. This foundational skill helps children understand
relationships between different sets of numbers. By comparing, children can make
sense of larger and smaller numbers and develop an intuition for ordering.
3. Conservation: Conservation is the understanding that quantity remains the same
despite changes in shape or arrangement. This concept is vital to number
understanding, as it enables children to grasp that numbers are stable and not
altered by visual changes. For example, recognizing that a row of five objects is still
five even if they are spaced apart is key to solidifying their concept of number
permanence.
4. Ordering: Ordering involves arranging items based on a characteristic, such as size
or quantity. This concept not only enhances counting skills but also helps children
understand sequences and patterns, which are critical in mathematical reasoning.
5. Subitising: Subitising is the ability to instantly recognize the quantity of a small
group of objects without counting. This skill aids in developing a sense of number
and enhances mathematical fluency. Subitising fosters rapid recognition, allowing
children to make quick numerical judgments and build their overall confidence in
mathematical contexts.


1.2


1. One-to-One Correspondence: Use counting objects such as blocks or beads,
encouraging children to match each object to a number card while counting aloud
(e.g., one block per number).
2. Comparison: Engage children with two sets of objects (e.g., shells and pebbles) and
ask them which set has more. Discuss the characteristics that make one set larger or
smaller.
3. Conservation: Present children with two equal rows of counters, then spread one
row out and ask if they still have the same amount. This activity fosters discussion
about quantity versus spatial arrangement.
4. Ordering: Provide children with a selection of colored blocks and ask them to
arrange them from smallest to largest. This activity enhances their understanding of
numerals and size differences.

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