CUET 2026 Maths: The 7-Day Crash Revision Plan That Actually Works
With 50 MCQs, 60 minutes, and no calculator, CUET Mathematics rewards students who are fast, systematic, and error-aware — not just those who've covered the most content.
This 7-day plan is built around that reality. It prioritises the highest-scoring units first, locks in formula recall mid-week, and ends with a full mock so you walk in on exam day having already simulated the conditions.
Days 7–5: Build Speed in Top-Scoring Units
These three topics consistently carry the highest question weight in CUET Mathematics. Drill them first while your energy is highest.
Matrices & Determinants
- 2 timed speed sets per day
- Focus: 2×2 and 3×3 determinants, inverse, transpose properties
- Target: every standard question under 60 seconds
Derivatives
- 2 timed speed sets per day
- Focus: chain rule, product rule, quotient rule, standard derivatives
- Target: recognise the rule from the function type before differentiating
Definite Integral Properties
- 1 set per day
- Focus: odd/even function shortcuts, the $\int_0^a f(x)dx = \int_0^a f(a-x)dx$ property
- Target: identify which property applies before integrating
Speed set format: 8–10 questions, timed, no looking up formulas. Review only after completing the set.
Days 4–3: Lock the "Formula Units"
These topics are formula-driven and highly predictable. Two focused days are enough to make them reliable scorers.
Probability (Conditional + Bayes)
- Drill the Bayes 2-row table method until it's automatic
- Practice identifying question type from the opening sentence
- Review the 4 classic CUET traps (see Probability Part 1)
Differential Equations (Separable)
- Separate variables: $\frac{dy}{dx} = g(x)h(y) \Rightarrow \frac{1}{h(y)}dy = g(x)dx$
- Then integrate both sides and add C
- Most CUET questions stop at this step — don't over-prepare
LPP Graphs
- 2 full graph solutions per day
- Practice the 5-step method end-to-end (constraints → intercepts → shading → corners → evaluate)
- Target: one complete LPP question in under 4 minutes
Day 2: Full Mock + Error Log
This is the most important day of the week.
Morning: Full Mock (60 minutes)
- 50 questions, strictly timed
- No calculator, no pausing
- Simulate exam conditions as closely as possible
Afternoon: Targeted Review (45 minutes)
- Only review wrong or skipped questions — don't re-read correct ones
- For every mistake, write one rule: "I got this wrong because… Next time I will…"
- This error log is your Day 1 revision material
The error log matters more than the mock score. A student who reviews carefully improves faster than one who just reruns mocks.
Day 1: Light Revision Only
The day before the exam is not for learning new material. It is for consolidating what you already know and arriving well-rested.
What to do:
- Read through your formula strip (see Formula Sheet post)
- Attempt 20 easy questions — topics you're confident in
- Review your error log entries from Day 2
- Sleep early
What not to do:
- Don't attempt full mocks
- Don't start new topics
- Don't stay up late reviewing
Fatigue on exam day costs more marks than any last-minute formula you might pick up the night before.
Weekly Plan at a Glance
| Day | Focus | Output |
|---|---|---|
| Day 7 | Matrices & Determinants speed drills | 2 sets |
| Day 6 | Derivatives speed drills | 2 sets |
| Day 5 | Definite integrals + properties | 1 set |
| Day 4 | Probability + Differential Equations | Formula lock |
| Day 3 | LPP graphs | 2 full graphs |
| Day 2 | Full mock + error log | Error log written |
| Day 1 | Light revision + rest | Formula strip read |
What's Next?
In Part 2, get the complete exam-day execution strategy — the 3-round question approach, the 90-second rule, and how to handle negative marking in the final minutes so you don't leave marks on the table.
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