✓ Practice with problems, not just notes. Rereading a textbook creates false confidence. Working timed practice problems similar to what will be tested builds the actual retrieval skill a test requires.

✓ Do a mistake review, not just more repetition. Go back through homework and quizzes, find every wrong answer, and redo it from scratch without looking at the solution. Recurring error patterns (sign errors, misread problems, skipped steps) point to exactly what to study next.

✓ Space out review over several days. Cramming the night before leads to short-term recall that fades fast. Reviewing material in shorter sessions across 4–5 days before a test improves retention and reduces exam-day anxiety.

✓ Simulate real test conditions at least once. Sit down with a timer, no notes, and a practice set that mirrors the test format (multiple choice, word problems, calculator vs. no calculator). This surfaces pacing issues before they cost marks on the real test.

✓ Know the formulas, but rehearse when to use them. Memorizing a formula sheet isn't enough — students should practice recognizing which formula or method a problem calls for, since that recognition step is often where marks are lost.

✓ Get a night of real sleep over one more study session. Sleep directly affects working memory and problem-solving speed; students consistently perform better on math reasoning tasks after adequate rest than after a late cram session.