Скачать или смотреть Schools Don't Teach This Math Shortcut (But Top Students Use It)

✅ What You'll Learn:
• The hidden A²−B² pattern that top Math Olympiad students use (but schools don't teach)

• How to rewrite complex equations using difference of squares in seconds

• A proven 3-step method to solve "find the smallest value" optimisation questions

• Real SEAMO-style practice: If A²−B² = 1000, what's the smallest A+B?

• Bonus: The snooker scoring trick that uses the same principle (max 147 points!)

⏱️ Timestamps:
0:00 – Hook: Why A²−B² is a “hidden” Olympiad weapon
0:20 – Spotting the A²−B² pattern in disguise
0:50 – The core A²−B² rule explained with simple numbers
1:30 – Turning scary Olympiad expressions into A²−B² form
2:30 – Common exam traps where students miss A²−B²
3:30 – Speed‑solving a typical Math Olympiad problem with A²−B²
4:30 – Advanced twist: nested A²−B² patterns
5:30 – Recap: How top students train this rule (and what schools skip)

🎯 Why Learn from Terry Chew Academy?
Terry Chew has helped 5,000+ students master Math Olympiad techniques over 20+ years. Our students consistently score A*/A1 grades and win medals at SEAMO, SASMO, RIPMWC, and NMOS competitions. We specialise in heuristic problem-solving shortcuts that save exam time and guarantee marks—strategies your school curriculum doesn't cover.

💬 Try This Practice Question (Comment Your Answer!):
If C = A² − B², and C = 648, what's the smallest possible value of A + B? (Hint: Use the (A+B)(A−B) factorisation!)

Drop your answer below 👇

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🎓 Programs We Offer:
• PSLE Math (Primary 5–6) – Master heuristics & challenging sums
• Math Olympiad Training (SEAMO, SASMO, RIPMWC, NMOS prep)
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