Effective mathematics learning is highly dependent on explicit instruction. This approach isn’t just a pedagogical buzzword; it’s a fundamental component of effective learning, especially in the often-challenging domain of mathematics. This blog post will explore the importance of explicit instruction, drawing on insights from AERO’s insightful review, “Supporting Students Significantly Behind in Literacy and Numeracy,” and Maths Australia’s I-CRAVE pedagogy, both of which strongly emphasise the crucial role of explicit teaching strategies in fostering student success.
- The Importance of Explicit Teaching Strategies
AERO’s review meticulously details the significant benefits of explicit teaching strategies, particularly in enhancing students’ abilities to tackle word problems. The review emphasises that explicit instruction, when combined with strategy instruction and the use of powerful tools like graphic organisers and mnemonics, proves to be remarkably effective. This effectiveness spans across Tier 2 and 3 interventions, not only in mathematics but also in the crucial areas of reading and writing. What does this mean for educators? It reinforces that for students who are grappling with learning, clear, direct, and well-structured instruction can be a game-changer, providing the scaffolding they need to access and master complex concepts. Explicit instruction provides students who are struggling with learning a structure that allows them to better understand the material.
- Explicitly Teaching the Language of Mathematics
Maths Australia’s I-CRAVE pedagogy strongly echoes this emphasis on explicit instruction. A core tenet of the I-CRAVE approach is the focus on explicitly teaching the language of mathematics. Esther White, the creator of I-CRAVE, draws a compelling parallel between learning mathematics and learning a new language. Just as you wouldn’t immerse a student in advanced literature without first teaching them the alphabet and basic vocabulary, I-CRAVE advocates for a systematic and explicit approach to mathematical language. Think about it: mathematical symbols, in and of themselves, carry no inherent meaning. They are simply abstract representations of concepts. To illustrate this, Maths Australia’s I-CRAVE pedagogy uses a powerful analogy. Imagine showing someone a series of unfamiliar symbols – they would have great difficulty deciphering their meaning without explicit instruction in that symbol system. This is precisely why I-CRAVE emphasises connecting mathematical symbols to real-world objects and experiences, using manipulatives and visual aids to build a strong foundation before moving to the abstract.
- The Role of Verbalisation
The I-CRAVE pedagogy emphasises that students need to “hear their own voice and hear the teacher speaking explicitly to them. ” This highlights the importance of verbalising mathematical thinking, encouraging students to articulate their reasoning, and providing clear, direct explanations.
In conclusion, the shared emphasis on explicit instruction in both AERO’s review and Maths Australia’s I-CRAVE pedagogy underscores its fundamental importance in creating equitable and effective mathematics classrooms. By embracing explicit teaching, educators can empower all learners to develop a deep and lasting understanding of mathematics, regardless of their background or learning style.