Saturday, May 17, 2025

The Solution: Productive Failure


In a Masterclass Session with Sandeep Dutt, we will explore a transformative approach to teaching and learning from Manu Kapur's acclaimed book Productive Failure. Can failure be intentionally designed to deepen understanding and promote transfer? We discuss the chapter "The Solution: Productive Failure," highlighting how allowing learners to struggle meaningfully before instruction can activate deeper learning pathways and foster long-term retention. Sandeep read about Productive Failure and its implications for learning, challenging traditional direct instruction methods. He then read the book by Dr Manu Kapur. He shared his research and thought experiments, demonstrating how allowing learners to explore and struggle with problems can lead to deeper understanding and creativity. The session concluded with discussions on paradigm shifts in education, the importance of well-designed issues, and the potential for discovery learning to enhance students' capabilities beyond their initial expectations.
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Location: The English Book Depot, 15, Rajpur Rd, Chukkuwala, Dehradun, Uttarakhand 248001, India

3 comments:

  1. Shalu SharmaMay 18, 2025 at 12:12 PM

    Jai Hind!
    So, here we've got a designed failure which I indeed find to be great to churn anyone's brain cells.
    In yester class we've discussed Amy's and Ben's case where both play nine games and there scores for each game was represented via a bar diagram n the students were supposed to find the mean n mode (which is generally taught in Maths or Statistics class) even without telling how to find out.
    The Idea of Novice -
    When students try to find out the average, it was same, even the total of the score was also same.

    Then, another solution was tried by drawing a graph where the consistency was checked just to make the difference where we found Amy to be more consistent in comparison to Ben.

    But we still need to look for pattern to find the difference and the other solution turns up to find the difference between each scores, that is, the second game minus the first, the third minus the second, and so on until the ninth minus the eighth game. Adding all these eight differences gives the sum total of all the changes from one game to the next.

    N after the calculation Ben's total was smaller than Amy's, perhaps Ben is more consistent. But it was also noticed via graph that Amy never had any negative changes, but Ben has both positive and negative changes, which cancel each other out.

    In Mr. Manu Kapur's notion, "Such an exercise has intrinsic value, it was not sufficient to merely illustrate students' capabilities when they engage in problem solving deliberately designed to lead to failure. We also need to find a way to extract that failure for deep learning."

    N so do I feel.

    ReplyDelete
    Replies
    1. AnonymousMay 18, 2025 at 2:15 PM

      Thank you so much, Shalu, for sharing your insightful observations! I'm thrilled to hear that you find the hypothesis intriguing. Your perspective adds depth to our conversation!
      Sandeep Dutt

      Delete
    2. Shalu SharmaMay 18, 2025 at 3:27 PM

      Thank you so much sir for your words! ๐Ÿ™

      Delete

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