수학 5등급에서 1등급 찍는 '미친' 수학 공부법

Key wellness / self-care strategies

• None mentioned. The video focuses entirely on studying and exam performance.

Key productivity & learning strategies (math study method)

Commit a short, consistent daily time investment

• Start now with ~1 hour/day (about 7 hours/week) as a baseline.
• For faster jumps, the video claims ~10 hours/day focused on math can move a student from Grade 5 → Grade 1 in ~1 month (as claimed).

Shift the goal from “improving intelligence” to “raising exam scores”

• Treat the method as a way to improve CSAT/high-stakes test performance, not general intelligence.

Use memorization—strategically

• The video argues that typical advice (“don’t memorize”) can be wrong for this approach.
• Here, memorization is framed as building reusable “if-then” responses, not rote recall.

Core strategy #1: “Introductory Module Learning Method”

• A named methodology for quickly improving performance by learning how to respond to common problem types.
• The video provides examples (students improving rapidly) to support that the approach works.

Core strategy #2: “Elementary Module Study Method” (main method)

• Diagnose why you can’t solve problems:
  • Not because you lack concepts.
  • Instead, when you see a condition in the problem, the correct next step/equation doesn’t come to mind.
• Teaching approach:
  • Train a fixed response path by linking specific conditions → specific actions/equations.

How to study with it

• For workbook problems you got wrong (or feel you’ll forget):
  • Extract the conditional situations you failed to respond to.
  • Create a reusable rule/phrase such as:
    • “When this condition appears in another problem, I need to do X.”
  • Master those conditional responses.
    • The video equates mastery with “memorizing” them in an actionable way.
• Purpose:
  • Build automatic access to the right technique whenever that condition appears again.

Breakdown for Grade 1 (additional ability)

• To go from Grade 2 → Grade 1, add one more skill:
  • Break long, multi-part problems into smaller parts, so solving doesn’t rely on doing everything in one unbroken sequence.

Practical next step

• Use past CSAT/essay problem books:
  • The video claims that mastering the conditional responses found in them improves your ability to handle similar conditions across the exam.

Presenters / sources

• Presenter: The unnamed teacher/speaker in the subtitles (claims to have taught students; mentions Seoul National University and study credentials).
• Referenced sources/institutions:
  • POSCO High School (Songdo, Incheon)
  • Yonsei University
  • CSAT (College Scholastic Ability Test) math sections including Math Essay
  • Past book examples mentioned: “Zai Story” and “Mother Tongue” (as referenced in the subtitles)