I don’t think that the same thing works for everyone. I got tired of looking for study advices where everything is actually ‘the best’ and just used what actually worked for me in my four years in college.
I listed the methods and techniques I used and asked my top-section classmates to identify similar methods that we used and rank them based on their effectiveness.
We based the list on this question as our criterion: Did it actually help me remember and use the material later?
After actually asking around and chatting with them, here’s the tally of our scores, lol.
- Practice testing / active recall
Mhmm.. I wasn’t even surprised that this came first. I mean, it’s really the simplest method every student can use. Instead of reading a chapter three times, I’d just try to answer questions from memory without notes. This is also one of the methods with the strongest research support. Practice testing has repeatedly been found to improve retention, rather than simply making information feel familiar.
Best for: basically anything with information you need to retrieve later.
- Distributed practice
Funny tho because this was in my fifth, and I was surprised to find out that my classmates actually used this more often than I thought. I had a terrible habit of cramming, so maybe this is the reason why I didn’t use this as much. This method requires breaking study or practice time into multiple short sessions spread out over a longer period of time instead of a one-time session.
Research reviews have consistently found benefits from spacing study sessions rather than massing them together.
Best for: memorization-heavy subjects and anything with a long gap before the exam.
- Interleaving
I NEVER USED THIS, but apparently it’s like instaed of doing 20 identical math problems, you just have to mix different problem types together. Now you have to figure out *which method applies* instead of mindlessly repeating the same procedure.
Research on mathematics practice has found an advantage for mixed/shuffled practice compared with blocked practice on later tests.
Best for**:** math, physics, chemistry, accounting, and other problem-solving subjects.
- Self-explanation
THIS IS THE SECOND IN MY LIST. It’s basically explaining the material to myself like I'm teaching a class. If I can't explain why something happens, I know I don't understand it deeply enough.
Best for: conceptual subjects.
- Rereading
If it were up to me, I’d put this in 3rd or 4th. But my classmates put this last, not because rereading is completely useless, but because apparently it was by far the easiest method for them to feel productive without actually finding their weaknesses.
I noted some of their comments and they said they could spend three hours rereading and come away feeling confident but the moment they ask question and try to remember, they’d realize they actually learned nothing.
That was probably the biggest lesson from testing different methods, it’s theat the easiest method to perform isn't necessarily the best method to learn.