Cognitive Development
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Under Robert Gagne's 'Hierarchy of Learning', 'Problem Solving Learning' is defined as the highest and final cognitive level where a child uses previously acquired rules, principles, and concepts to logically, analytically, and creatively solve a new, complex, and unexpected problem. Regarding its psychological implications and the scientific operation of students' Higher-Order Thinking Skills (HOTS), intellectual independence, and cognitive organization in classroom teaching, which of the following psychological statements is most authentic and scientifically valid?
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Detailed Explanation
Understanding Robert Gagne's Hierarchy of Learning
Robert Gagne classified learning into eight hierarchical levels in his Conditions of Learning theory, moving from simple to complex. Problem Solving Learning is the highest and final (eighth) level of this hierarchy.
- To reach this level, the learner must pass through all previous stages such as signal learning, stimulus-response, chaining, verbal association, discrimination, concept, and rule learning.
- At this stage, learners analyze and solve new and complex problems using internal rules and principles, demonstrating high-level cognitive and logical capacity.
Therefore, option (b) most authentically and accurately explains the psychological implication of this concept.
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