Complete Mathematics/Responsive Teaching

  • £16.67

Responsive Teaching


In this course, we will take a deep dive into what it means to be more responsive in the classroom.

Assessment, tasks, pedagogy and the communication of mathematics are part of the cannon that informs crucial decision making with respect to learning. Performance is often a misleading indicator, but a necessary step in the initial steps of learning.

We will work on example tasks/prompts that exemplify how we can gain a better idea to whether true understanding has taken place. Corrective teaching is of paramount importance in the mathematics classroom and we will look at some of the research and models describing how we can make this work in practice.

Contents

Teaching for Understanding

In this section, we will explore some ideas and tasks that promote deeper understanding and why they are important for teachers to determine what pupils know.
Do they understand?
  • 15 mins
  • 341 MB
Preview
Formative Instruction
    Principles of Effective Instruction
    • 1.53 MB

    Supporting all Pupils

    In this section, we will look at how we can switch our to focus to ensure all pupils can learn well and what to do when problems arise.
    Ensuring all pupils learn well
    • 17 mins
    • 345 MB
    Effective use of Correctives (DeWeese & Randolph, 2011)
    • 61.1 KB
    Formative Classroom Assessment and Benjamin S. Bloom: Theory, Research, and Implications (Guskey, 2005)
    • 67.7 KB
    Group-based mastery learning (Fitzpatrick, 1985)
    • 1.04 MB
    The Rest of the Story (Guskey, 2008)
      TASK: Designing Correctives
      • 6 mins
      • 190 MB

      Assessment

      In this section, we look at some assessment questions and why we might use them. Formative assessment is a term that is used frequently in education, but what does it actually mean?
      Informed Assessment
      • 18 mins
      • 572 MB
      What formative assessment is and isn't (Wiliam, 2020)
        Power of Feedback (Hattie, 2007)
        • 354 KB
        Embedded Formative Assessment (Wiliam, 2011)
          AfL in Upper Primary (Stiggins, 2009)
          • 494 KB
          Achieving Mastery Through Responsive Teaching

            What makes a good question?

            Building on the first section, we take a deeper look into what makes a good question in mathematics and how from one single question, on a particular idea, can provide us with the opportunity to gather intelligence on what our pupils know and how we can respond.
            Good Questions
            • 15 mins
            • 487 MB
            Inside the Black Box - Mathematics (Hogden & Wiliam, 2006)
            • 113 KB
            Formative Assessment in Maths (Barton, 2018).pdf
            • 430 KB
            Rich Questioning (Wiliam, 1999).pdf
            • 20 KB
            Formative Assessment: Mathematics Assessment Project
            • 6.5 MB
            TASK: What are good questions?
            • 607 KB

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