High-Weightage IPMAT QA Topics Tracker
Most IPMAT students don't fail because they didn't study. They fail because they never knew what they didn't know.
There are topics sitting inside your syllabus right now that you've never even heard of. Sub-topics that show up every single year, hiding three levels deep inside chapters you thought you'd "done." This tracker drags all of them into the light.
IPMAT High-Weightage QA Tracker is not a formula sheet. It is not a summary PDF. It is a complete, surgical breakdown of every single testable concept inside the highest-weightage QA topics — organised by chapter, by subtopic, by sub-subtopic, with the exact formula sitting right next to it. You tick a box when you know it. A live progress curve rises as you go. You always know, down to the concept level, exactly where you stand.
Here's what's inside, and why it matters:
🔺 Triangles + Circles — the single highest-combined-weightage area in IPMAT QA. Most students know "Heron's formula." This tracker also has the circumradius area formula, the inradius area formula, all 6 triangle centers and their properties, the Euler Line, the Alternate Segment Theorem, tangent-secant relationships, cyclic quadrilateral rules, arc length, sector area. Every single one has shown up in past papers.
📈 Progressions (AP, GP, HP) — 22 questions across recent IPMAT papers. You need more than just the sum formula. AGP series, telescoping series, Vn method, AM-GM-HM relationships, inserting means — all broken down.
🔢 Logarithms — 21 questions. Most students lose marks here because they flip inequality signs wrong or miss the digit-counting trick. Both are in here, explicitly.
🎲 Permutations + Combinations — 17 questions. Circular arrangements, necklace problems, derangements, distributing identical objects, polygon diagonals, handshake problems. Fully mapped.
🔵 Set Theory + Venn Diagrams — the 3-set inclusion-exclusion formula broken down term by term, De Morgan's laws, "exactly two of three" type questions, minimum-maximum intersection problems.
🟪 Matrices + Determinants — every determinant property, inverse using adjugate, Cramer's Rule, Cayley-Hamilton theorem, rank and consistency.
📐 Algebra — Vieta's formulas for higher degree polynomials, the wavy curve method for inequalities, Binomial theorem general term, Greatest Integer Function, fractional part function. The stuff that separates 170s from 190s.
🔢 Number System — trailing zeros in n!, Fermat's Little Theorem, cyclicity of unit digits, highest power of a prime in a factorial, HCF and LCM of fractions. All of it.
200+ sub-subtopics. Every formula written out. Nothing assumed, nothing skipped.
And now the part that makes this different from every other resource you've bought and forgotten about:
This is a single HTML file that lives on your computer forever.
No login. No subscription. No "your access has expired." No app update that breaks everything. You download it once, save it anywhere — your desktop, your phone, your drive — and it opens in any browser on any device for the rest of your life. Your progress is saved automatically. Come back after a week, after a month, the night before your exam — every box you ticked is still ticked.
This file does not phone home. It does not need wifi. It does not expire.
It is yours. Permanently. For ₹29.
One purchase. One file. Forever.