Drawing the Line: Learning Metrics and Feynman's Perspective

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JC2000
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Lately questions about drawing a reasonable line with regard to learning have been nagging me. I am aware that a range of metrics can be used, from the Feynman technique to more mundane metrics such as the exercise problems at the end of a chapter. Recently I read a chapter explaining multiple integrals and I felt the authors explained the concept in simple terms without loss of precision. While trying to test my understanding I felt that while I had understood the concepts well, I would be unable to explain them as well as the book does. On one hand, I realize this attitude is nit-picky, on the other I am also niggled by Feynman's perspective on learning!

I was wondering where it is best to draw the line with regard to learning something?

Thank you for your perspective.
 
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JC2000 said:
I was wondering where it is best to draw the line with regard to learning something?

I don't think there is a 'line', exactly- at least in the sense of a discontinuous transition from 'not learned' to 'learned'. Rather, there is a gradation of understanding that ranges from ignorant to expert. Even more, learning is not a process with a definite endpoint- there is always more to learn about any particular topic.

That's my perspective...
 
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