We were left to figure how that part ourselves, on our own. And we did, confusedly, awkwardly. From direct experience, through trial & error. It was horribly inefficient. Because, naturally, the meta is a science. It can, and should be taught.
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Of course, it is learning "how to learn" and "how to solve problems" that really matters (or even the more specialized "how to prove theorems"). The content -- specific pieces of knowledge -- is unimportant. I've already forgotten all of the theorems. Only the meta remains.
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Difficult to teach that. Lot depends on the instructor. If not handled well + combined with a poor grading system then hard to take seriously
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if your teacher knew this, they wouldn't be a teacher
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Feels like local optimization at the expense of global optimization. Individual teachers have to teach a class and they work on that, regardless of the overall pedagogy needs of the students.
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I hate the word meta... Just say metaphorical.... everyone makes physics super complicated just to sound smart.
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If you don't know what it means, you can look it up. I googled it for youhttps://blog.gamoloco.com/what-is-the-meta-4c79d47d6e98 …
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You were lucky. School maths education in England was obsessively focussed on that at one time. Ie. we had a whole term on 'what is mathematical modelling' etc w/o any actual maths.
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I personally feel that good teachers are still very scarce.
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Up to the end of high school, the how and what of formal education in class are driven by the lowest common denominator. At the bottom, thinking about formulas already gives a huge headache to 75% of any class with randomly chosen students.
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The school experience could be much better for many, e.g. the most academically gifted, but when I hear of deploying or teach "two-sigma", "mastery", or "how to learn" at the mandatory education level I wonder whether the proponents remember how their schools and classmates were
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