Exam (elaborations)
MFP1501 ASSIGNMENT 05 DUE 17 OCTOBER2023
- Course
- MFP1501 (MFP1501)
- Institution
- University Of South Africa (Unisa)
MFP1501 ASSIGNMENT 05 DUE 17 OCTOBER2023
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, MFP1501 ASSIGNMENT 05 DUE DATE 17 OCTOBER 2023 UPLOADQuestion 1
Before completing this assessment, you should have completed all
the learning units of MFP1501. Select two learning units that you
have completed and screenshot the badges you obtained as
evidence that you completed the learning units then paste them to
this question. (20
Can’t answer as it requires one to screen shot the badges obtained
from learning units.
Question 2
Justify how the five principles for counting require learners to
coordinate their knowledge across three key ideas (number-word
sequence, cardinality and one-to-one correspondence) and to
generalise them across different counting situations. (10)
The five principles for counting, as outlined by Gelman and Gallistel
(1978), are: stable order, one-to-one correspondence, cardinality,
abstraction of quantity, and order irrelevance. These principles
emphasize the coordination of knowledge across three key ideas:
number-word sequence, cardinality, and one-to-one
correspondence.
Firstly, the principle of stable order requires learners to understand
the number-word sequence. It involves knowing the order in which
numbers are counted and being able to recite them in the correct
sequence consistently. This knowledge is crucial for counting
accurately and consistently across different counting situations
(Gelman & Gallistel, 1978). For example, knowing that "one" comes
before "two" and "two" comes before "three" allows learners to
generalize the number-word sequence and effectively count
objects or events in various contexts.
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