As a student who has struggled with math, I found that adopting specific strategies drastically improved my understanding and retention. Active recall, for example, is a game-changer—you tackle problems from scratch without notes, mimicking real exam conditions, which really helps in boosting confidence and problem-solving skills. The Feynman technique is another favorite. Explaining the why behind theorems, rather than just memorizing their application, deepened my conceptual grasp and made proofs less intimidating. Spaced repetition is incredibly beneficial for memorizing formulas; reviewing a little each day prevented me from cramming and forgetting key identities. I also tried the blurting method, where I wrote everything I might need on a formula sheet. This practice quickly showed me my knowledge gaps and ensured I knew exactly what to focus on. Lastly, I discovered StudyTok AI, which organizes key concepts and worked examples from math explainers on YouTube. This saved me hours of searching and provided a clear, structured way to review topics. Integrating these methods into my study routine made a noticeable difference. I recommend trying each to see which fits your learning style best, as combining them can efficiently cover understanding, practice, and memorization, essential for excelling in math exams.