Transfer of Learning, Curve & Plateau
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Upon a thorough analysis of the different types of learning curves—such as the convex curve, concave curve, S-shaped curve—and Edward Thorndike's 'Identical Elements Theory' of transfer of learning, if a student demonstrates rapid progress in the initial stage while learning a complex mathematical geometric theorem, and subsequently reaches a plateau in performance despite continued practice, which of the following statements presents the most scientific and authentic analysis regarding this entire process and transfer of learning?
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Detailed Explanation
In educational psychology, learning curves graphically represent the speed and amount of learning. A convex curve (often associated with decreasing returns) demonstrates that in the initial stages when a task is fresh, the learning rate is fast. However, as the task becomes increasingly complex or mental fatigue and loss of motivation set in, the performance level begins to slow down, potentially leading to a plateau.
Furthermore, Edward Thorndike's Identical Elements Theory of Transfer of Learning posits that knowledge acquired in one situation is helpful in another only to the extent that the two situations share common elements, procedures, or principles. Therefore, option 'b' provides the most precise and scientific analysis of this concept.
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