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  • Format: ePub

"Two Thirds" tackles the challenging task of making fraction concepts accessible and engaging for young learners aged 6-9. This innovative educational resource transforms the abstract notion of fractions, particularly two-thirds, into tangible understanding through a carefully structured three-part approach that progresses from concrete objects to mathematical notation.
The book's unique strength lies in its systematic methodology, which follows the concrete-pictorial-abstract learning sequence. Beginning with familiar objects like pizzas and candy bars, it gradually builds comprehension
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Produktbeschreibung
"Two Thirds" tackles the challenging task of making fraction concepts accessible and engaging for young learners aged 6-9. This innovative educational resource transforms the abstract notion of fractions, particularly two-thirds, into tangible understanding through a carefully structured three-part approach that progresses from concrete objects to mathematical notation.
The book's unique strength lies in its systematic methodology, which follows the concrete-pictorial-abstract learning sequence. Beginning with familiar objects like pizzas and candy bars, it gradually builds comprehension through visual representations before introducing formal mathematical concepts.
What sets this resource apart is its integration of proven teaching methods with cognitive development research, offering educators and parents a comprehensive toolkit that includes step-by-step activity guides, visual aids, and assessment tools. Throughout its chapters, the book maintains a clear focus on building fundamental understanding rather than promoting rote memorization.
It addresses common learning challenges through multiple teaching styles and provides cross-curricular connections to subjects like science and art. The practical applications, from cooking measurements to geometric art projects, help demonstrate the relevance of fractions in everyday life while building a strong foundation for more advanced mathematical concepts. This approach ensures that students develop not just computational skills, but genuine mathematical reasoning abilities that will serve them well in future learning.


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