Have you read read Mindstorms by Seymour Papert? He had some excellent insight into the teaching of math vs. "school math".
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Surveying the ideas of those that came before, and using them to build up your own ideas, one step at a time.
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My Prof once called math the only true example of humanities, since it's the only science that can completely be derived by the human mind.
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Common attitude of K-12 teachers: if you like it, then you’ll persevere and get to the good stuff. Seems like a bad pedagogical premise.
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Teaching rules without the conceptual foundation that gives them meaning leads many to see math as merely a collection of unmotivated tools.
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Foundations can be boring to learn; the 'aha' moments come when you connect what you've learned before to prove what you're learning now.
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This is also true for computer programming.
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I think this can be extended as a generalization: learning anything new can be boring/tedious, but later on, it becomes interesting.
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Advanced math is more like learning grammar than learning humanities
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