Traditionally, math education has focused on having students solve problems to get good at math. Sweller and Cooper pushed back against this idea, showing that studying worked examples (problems, along with detailed solutions) is often more efficient.
Worked examples have since been shown to be powerful tools in many domains. The rationale is that problem solving is a cognitively demanding activity. This creates a lot of extraneous load, making it harder to abstract what the general solution procedure involves.
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