I have a unique way of studying that seems to work well for me, but I’m curious if it’s a good long-term strategy.

Whenever I start a new topic in physics or math, instead of diving into the theory or derivations, I first skim through a variety of solved problems to get a sense of the types of questions typically asked. I take notes on the key concepts and methods I encounter, focusing on recognizing patterns across different problems.

Once I’ve built a mental “map” of the topic through problem-solving, I attempt unsolved problems using my notes and keep adding new observations as I go. By the end, I feel confident about most question types and can solve them quickly. After that, I might revisit the theory with a sense of curiosity, wanting to understand the “why” behind the formulas and patterns I’ve observed.

This approach has helped me become faster at solving problems compared to my peers. However, I sometimes worry that I might miss out on deeper conceptual understanding, especially for rare, extremely challenging problems.

The reason I lean toward this method is that I tend to forget theoretical details over time, but problem-solving strategies stick with me much longer. It feels like I develop an intuitive “second brain” for tackling problems.

So, is this a valid way to study? Or should I switch to the more conventional approach of learning theory first and then solving problems?

  • @[email protected]
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    61 day ago

    Do what works if your goal is to pass exams / tests.

    BUT

    just be aware that past papers are not a full guide to what you might be asked, sometimes a novel question comes up that would require you to make use of the theory to find your way through

    • @[email protected]OP
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      21 day ago

      Oh, I’m very well aware of this, I’ve faced these situations in the past, but the thing is, I solve a ton of problems, including medium to hard problems, also after some rigorous practice, I become good enough to visualize the path I’ll take to solve easy problems and become efficient enough to solve them in my head.

      Only the very hard problems, where I have no clue how to tackle them and have to bang my head on the wall for 2-3 hours, get the better of me. I always end up seeing the solution, and then I just take notes and make sure that if the same or a similar problem pops up (which rarely happens), I’m at least able to find my way. But that never happens, I usually end up forgetting the method or approach due to lack of practice. I feel like even if I read the theory very well and learn the derivations by heart, I still won’t be able to complete those problems. Maybe it has to do with reasoning and general IQ, but I’m not sure.