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Fpt3701 Assignment 2 (Complete Answers) 2026 - Due 30 July 2026

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FPT3701 Assignment 2 (COMPLETE ANSWERS) 2026 - DUE 30 July 2026; 100% TRUSTED Complete, trusted solutions and explanations. For assistance, Whats-App 0.8.1..2.7.8..3.3.7.2. Ensure your success with us.. 1.1 Using Marzano’s theory of effective teaching, explain three specific strategies Ms Langa could apply to improve learner engagement in her next lesson. (3) 1.2 Apply Kolb’s experiential learning cycle to redesign one phase of Ms Langa’s “Our environment matters” lesson. (3) 1.3 Analyse how language diversity in Ms Langa’s classroom may have influenced learner participation and group dynamics. (4) 1.4 Examine the relationship between reflective teaching and effective teaching in the context of Ms Langa’s professional growth. (4) 1.5 Evaluate the advantages and limitations of cooperative learning as a teaching strategy for a diverse foundation phase classroom. (4) 1.6 Critically assess Ms Langa’s use of reflection-in-action and reflection-on-action in improving her lesson delivery. How effectively did these reflective processes support her teaching practice? (4) 1.7 Design a reflective teaching framework Ms Langa could use weekly to improve her practice, integrating elements from Dewey’s and Gibbs’ reflective models. (4) 1.8 Propose an inclusive active learning plan that accommodates language diversity while maintaining learner participation and engagement in future lessons. (4) Question 2 (35 marks) Critical analysis and reflection on a Foundation Phase Mathematics lesson plan • As a foundation phase teacher, you are expected to plan and evaluate lessons that promote active learning, inclusivity and reflective practice. In this question, you are provided with a Grade 3 Mathematics lesson plan on “Multiplication as repeated addition.” • Your task is to critically analyse and reflect on this lesson plan using theories of effective and reflective teaching covered in this module. This assignment will assess your ability to: • Apply theories of effective and reflective teaching (e.g., Dewey, Schön, Gibbs, Kolb, Marzano, Stronge). • Identify strengths and weaknesses in lesson design, methodology, assessment and inclusivity. • Evaluate and justify how the lesson can be improved for better learner engagement and achievement. • Design creative, developmentally appropriate solutions to identified gaps. FPT3701 ASSESSMENT 2/0/2026 7 Read through the provided Grade 3 Mathematics lesson plan carefully. Then, answer the following questions: Grade 3 Mathematics lesson plan Lesson topic: Understanding multiplication as repeated addition Duration: 45 minutes Learning area: Numbers, operations and relationships Lesson objectives By the end of the lesson, learners should be able to: • Explain the concept of multiplication as repeated addition • Use concrete materials to represent multiplication facts • Write and solve simple multiplication number sentences up to 5 × 5 Prior knowledge Learners should already know: • How to add numbers up to 20 • Grouping and counting in 2s, 3s, 4s and 5s Resources • Counters (bottle caps, beans or buttons) • Flashcards • Chalkboard • Multiplication chart • Textbook pages 34–36 • A short multiplication video clip Lesson introduction (10 minutes) Teacher’s role: • Greet learners and ask them to count in 2s and 5s aloud • Ask: “If I have 3 groups of 4 apples, how many apples do I have?” • Elicit different responses from learners • Write on board: 4 + 4 + 4 = 12 → 3 × 4 = 12 Learners’ role: • Answer teacher questions • Watch the demonstration on the board 8 Lesson development (25 minutes) Activity 1: Group work (10 minutes) • Learners work in groups of 6. • Each group receives a set of counters. • They must represent 3 × 4 using the counters and write the number sentence. • Teacher walks around assisting learners. Activity 2: Class discussion (10 minutes) • Groups share their findings. • Teacher asks: “What did you notice about the total each time?” • Summarise the relationship between repeated addition and multiplication. Activity 3: Practice (5 minutes) • Learners complete Exercise 5.2 in their workbooks (page 35). Lesson conclusion (5 minutes) Teacher’s role: • Ask learners: “What did we learn today about multiplication?” • Write a few examples on the board for quick oral responses. • Give homework: “Draw 3 groups of 5 objects and write the number sentence.” Assessment • Informal observation: teacher checklist • Class activity: workbook page 34 Differentiation/ Support • Provide additional manipulatives for struggling learners. • Extension task: learners create their own multiplication story problem. Reflection (Teacher self-evaluation) • What went well? • Which learners struggled with understanding repeated addition? • How could I make the concept more concrete next time? FPT3701 ASSESSMENT 2/0/2026 9 Answer the following questions based on the lesson plan 2.1 Apply relevant theories of reflective and effective teaching to the lesson. (8 marks) 2.1.1 Explain how at least two theories (e.g., Marzano, Kolb, Dewey) can be applied to improve lesson delivery. (4) 2.1.2 Analyse the lesson plan to determine how effectively reflective teaching principles are embedded and justify areas where they could be strengthened. (4) 2.2 Analyse the structure and content of the lesson plan. (8 marks) 2.2.1 Evaluate the overall effectiveness of the lesson’s objectives, activities and assessment by identifying at least four weaknesses and justifying why these aspects may hinder effective teaching and learning. (4) 2.2.2 Critically evaluate the extent to which the identified gaps could hinder or enhance learner engagement and achievement, providing justified reasoning for your conclusions. (4) 2.3 Critically evaluate the effectiveness of the lesson plan. (6 marks) 2.3.1 Analyse the objectives in relation to the SMART criteria and determine how effectively they align with the activities and assessment (4) 2.3.2 Assess the level of active learning and learner-centredness in the lesson. (2) 2.4 Design improvements to strengthen the lesson plan. (8 marks) 2.4.1 Propose specific changes (to objectives, activities or assessment) to make the lesson more effective, inclusive and reflective. (4) 2.4.2 Suggest how the teacher could use reflective practice (e.g., Schön’s reflection-in-action or Gibbs’ cycle) to enhance future lessons. (4) 2.5 How could technology or open educational resources (OERs) be integrated to enhance active learning in this topic? (5) Question 3 (15 marks) 10 Author: Cheqdin, 2021 3.1 Study the cartoon above. What type of teaching model is occurring, as illustrated in the cartoon? (1) 3.2 Using an example from a Grade 2 Mathematics or Literacy lesson, explain how you would apply scaffolding to help learners move from guided to independent learning. (2) 3.3 Demonstrate how you would apply Vygotsky’s Zone of Proximal Development (ZPD) when scaffolding a learner who struggles with reading comprehension. (2) 3.4 Analyse the differences between scaffolding and direct instruction in the Foundation Phase. (2) 3.5 Examine how the use of scaffolding influences learner motivation and confidence in early learning contexts. (2) 3.6 Evaluate the advantages and limitations of using scaffolding as a strategy for diverse learners in a multilingual classroom. (2) 3.7 Design a short learning activity (in any Foundation Phase subject) that demonstrates the key stages of scaffolding from teacher modelling to learner independence. (2) 3.8 How could you use reflective practice (e.g., Schön’s reflection-on-action) to improve your scaffolding approach after teaching a challenging lesson? (2) Question 4 (12 marks) 4.1 Analyse how different types of assessment (diagnostic, formative and summative) serve distinct purposes in supporting foundation phase learners’ progress. (Provide one classroom example for each type.) (6) 4.2 Examine the relationship between assessment methods (e.g., observation, peer assessment, portfolios) and learner development in the early grades. (How does each method contribute to holistic learning?) (6) Question 5 (8 marks) 5.1 Reflect on a classroom situation (real or hypothetical) where learner misbehaviour disrupted learning. 5.1.1 Analyse the possible causes of the behaviour based on learners’ developmental and emotional needs. (4) 5.2 Evaluate how your own values, emotions and cultural background influence the way you respond to classroom discipline problems. (4)


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Mariana Naudé, Corinne Meier, Linda Bosman Teaching Foundation Phase Mathematics
Publisher: 2019 ISBN: 9780627036712 Edition: Unknown

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