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Exploring Mathematics Education Flashcards | StudBud
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Exploring Mathematics Education
Exploring Mathematics Education
19 terms
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StudBud Administration
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23 plays
Delve into the key concepts and principles of mathematics education and its real-life applications
Flashcards
19 cards
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Practice quiz
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Questions
19
Answers
1
In each stage of learning there is an overarching working mathematically outcome.
True
False
2
How are real-life applications shown?
By using fictional stories
By avoiding practical scenarios
Through theoretical problems
Through examples
3
How are concepts connected in the syllabus?
Through lesson planning
By highlighting related outcomes
By highlighting number facts
Through numeracy progressions
4
What do focus areas help teachers with?
Mathematical calculations
Outcomes
Assessment tasks
Planning scope and sequences
5
Why is reasoning emphasized in the syllabus?
To increase memorisation
To improve motivation
To improve calculations
To enhance understanding
6
What is the primary focus of the outcomes and content?
Making connections across mathematical concepts and number
Making connections across mathematical concepts to learn facts
Making connections across mathematical concepts and other subject areas
Making connections across mathematical concepts and other calculations
7
Which is NOT one of the 3 main areas in the Mathematics syllabus K-10?
Statistics and probability
Multipication & Division
Measurement and space
Number and algebra
8
What does Part B content build on?
Language skills
Early concepts from Part A
Mathematical thinking
Mathematical facts
9
What is the purpose of connections across concepts?
To enhance understanding
To increase mathematical content
To increase motivation
To focus on memorisation
10
What is the focus of Part A content?
Metacognitive thinking
Advanced techniques
Assessment tasks
Early concept development
11
What do syllabus outcomes represent?
The start of learning
The end of learning
The progression of learning
The reduction of content
12
What does content describe in the syllabus?
The intended learning
The length of lessons
The number of outcomes
The Numeracy Progressions
13
What is the purpose of streamlined content?
To clarify learning aims
To increase focus
To make lessons more streamlined
To reduce the number of focus areas
14
Syllabus concepts are often interrelated, or their development may be interdependent.
True
False
15
What are the key reference points for decisions about student learning, progress and achievement?
Content points
Scope and sequences
Mathematical concepts
Syllabus outcomes
16
What is the overarching outcome?
The Number and algebra outcome
The Measurement and space outcome
The Statistics and probability outcome
The Working mathematically outcome
17
What is strengthened in Aboriginal content?
Language skills
Learning activities
Historical content
Mathematical techniques
18
What do focus areas include?
Only assessments
Only one outcome
One or more outcomes
Only content without outcomes
19
When teaching mathematics to a Year 2 class, a teacher will only use the Stage 1 part B content
True
False
