| Section | What You’ll Learn | |---------|-------------------| | 1️⃣ What the resource is | Scope, philosophy, and how it fits into the broader Targeting series. | | 2️⃣ Core structure & content | Chapter breakdown, key concepts, and typical lesson flow. | | 3️⃣ Pedagogical strengths | Evidence‑based design, scaffolding, and assessment features. | | 4️⃣ How to obtain a legal PDF | Purchasing options, school licences, and free‑trial possibilities. | | 5️⃣ Practical classroom implementation | Lesson planning, differentiation, and integration with technology. | | 6️⃣ Complementary tools & extensions | Supplementary workbooks, online platforms, and teacher support. | | 7️⃣ Frequently asked questions | Common concerns about copyright, printing, and accessibility. | | Feature | Details | |---------|---------| | Publisher | Australian Council for Educational Research (ACER) | | Series | Targeting (covers Foundation to Year 7). The “3B” designation indicates the second half of the Year 3 program – the series is split into 3A (first semester) and 3B (second semester). | | Curriculum Alignment | Australian Curriculum – Mathematics (Number, Measurement & Geometry, Statistics & Probability). The structure maps neatly onto the “Number and Algebra” strand and the “Measurement and Geometry” strand for Year 3. | | Target Audience | Year 3 students (≈8‑9 years old); also usable for gifted Year 2 students or as a review for Year 4. | | Intended Use | Whole‑class teaching, small‑group intervention, and independent practice. Designed for 20‑minute lessons with clear “do‑it‑again” cycles. | | Format | Printable PDF (A4 portrait) with high‑resolution images, teacher notes, and student worksheets. A digital‑only version also exists for use in ACER’s Learn platform. | 2️⃣ Core Structure & Content The PDF is organized into six teaching units , each comprising four lessons (plus a review/assessment lesson). Below is a concise snapshot of each unit.
Targeting Mathematics 3B is a widely used, research‑informed mathematics resource for Year 3 (or Grade 3) learners. It forms part of the Targeting series published by Australian Council for Educational Research (ACER) and is aligned with the Australian Curriculum (and, with minor adaptations, with many other national curricula). The “PDF” version is a digital copy that can be printed, annotated, or used directly on tablets and computers. Targeting Mathematics 3b Pdf
Below is a comprehensive guide covering: | | 4️⃣ How to obtain a legal
| Unit | Theme | Key Learning Outcomes (selected) | Typical Lesson Flow | |------|-------|----------------------------------|---------------------| | | Understanding hundreds, tens, and ones | • Read, write, compare numbers up to 1 000. • Use expanded notation. | 1️⃣ Concrete manipulatives (base‑10 blocks) → 2️⃣ Visual models → 3️⃣ Guided practice → 4️⃣ Independent task | | Unit 2 – Addition & Subtraction (2‑digit) | Strategies for mental maths | • Apply regrouping (carrying/borrowing). • Use number bonds and the “count‑on” method. | 1️⃣ Warm‑up with number‑bond cards → 2️⃣ Modelling on the board → 3️⃣ Partner problem solving → 4️⃣ Exit ticket | | Unit 3 – Multiplication Foundations | Introducing the concept of repeated addition | • Recognise arrays, groups of 2, 3, 4, 5. • Write simple multiplication sentences (e.g., 3 × 4 = 12). | 1️⃣ Physical arrays (counters) → 2️⃣ Visual representation → 3️⃣ Transition to symbols → 4️⃣ Quick‑fire drills | | Unit 4 – Division as Sharing | Equal sharing and grouping | • Interpret division sentences (e.g., 12 ÷ 3 = 4). • Relate to multiplication facts. | 1️⃣ Story problems → 2️⃣ Hands‑on sharing activity → 3️⃣ Symbolic notation → 4️⃣ Self‑check | | Unit 5 – Fractions (Halves & Quarters) | Part‑of‑a‑whole understanding | • Identify halves and quarters in shapes and numbers. • Compare fractions with the same denominator. | 1️⃣ Paper folding → 2️⃣ Visual fraction strips → 3️⃣ Real‑world examples → 4️⃣ Matching game | | Unit 6 – Measurement & Geometry | Length, perimeter, and simple shapes | • Measure to the nearest cm using a ruler. • Identify and draw 2‑D shapes; explore symmetry. | 1️⃣ Measurement stations → 2️⃣ Shape‑construction tasks → 3️⃣ Perimeter “walking” activity → 4️⃣ Reflection journal | | | 7️⃣ Frequently asked questions | Common
