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Mat study plan

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📘 Updated 4-Day Study Plan (Considering Term 221)

Day Focus Chapters Goals
Day 1 💡 Foundation + Derivatives Functions & Models
Limits & Derivatives
Rules of Differentiation		 Revise domain/range, continuity, limit tricks
Master L'Hospital, Chain/Log/Implicit/Inverse
Day 2 📈 Applied Differentiation Applications of Differentiation
Theorems (MVT, Rolle, Euler)		 Learn conditions, proofs & curve behavior
Do all extremum, concavity and theorem Qs
Day 3 ∫ Integration Skills Integrals
Applications of Integration		 Focus on pattern formulas, definite integration, area/volume techniques
Day 4 🔁 Mixed + Mock Surface/Volume/Area
Gamma/Beta (lite)
Full Revision + Mock Set		 Practice graph/area/volume Qs
Run 1 mock 10-mark set
Revise all key formulas & theorems

Would you like this exported as:

  • 📄 Printable PDF / Notion page?
  • 🧪 Smart mock set generator?
  • 🧠 Flashcards for each chapter’s formula and keywords?

🔍 What about Functions & Models?

According to the heatmap and all 5 sets:

  • Functions & Models appeared in all 5 terms, but...
  • It's always only 1 question (often Q1a or Q1b), usually domain/range, graph sketching, or continuity check.
  • Marks weight: 3 to 6 marks per term — low to moderate.

🧠 So What Should You Do?

Why It Matters Why It's Lower Priority
Appears every term Only 1 question per set
Easy to revise Questions are repetitive
Good for warm-up Doesn't dominate your score

Day 1 — Warm-up (30 mins)

  • Revise:

  • Domain/Range rules

  • Absolute value function graphs
  • Piecewise continuity/differentiability logic

Day 4 — Quick Review (15 mins)

  • Practice 1 graph sketching + 1 domain-range from old terms

TL;DR:

📘 Functions & Models is important but light. Don't ignore it — just cover it smartly and early. It'll help boost confidence and start your sessions smoothly.

Let me know if you want a mini revision sheet for just this chapter!

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