The order in which you study matters more in NIMCET than in most exams, because the Mathematics syllabus is a chain. You cannot do area under curves without integration, integration without differentiation, or differentiation without functions and limits. Study out of order and you spend half your time re-learning prerequisites.
Here is a sequence built around those links.
The dependency chain in Mathematics
Algebra basics
-> Functions -> Limits -> Continuity
-> Derivatives -> Applications
-> Integration -> Definite integrals
-> Area under curves
Trigonometry -> Inverse trig
Lines -> Circles -> Conics
A few links people miss:
- Trigonometry feeds calculus. Many limits, derivatives and integrals use trigonometric identities.
- Quadratic equations feed coordinate geometry. Finding intersections of a line and a conic is a quadratic problem.
- Permutations and combinations feed probability. Counting comes before probability.
A 12-block sequence
Each block is about one to two weeks, depending on your starting level.
| Block | Mathematics | Alongside |
|---|---|---|
| 1 | Indices, logarithms, basic algebra | English: daily vocabulary starts |
| 2 | Quadratic equations, sequences (AP, GP, HP) | Reasoning: coding-decoding, series |
| 3 | Sets, relations, functions, logic | Computer: number systems |
| 4 | Trigonometric ratios, identities, equations | Reasoning: blood relations, directions |
| 5 | Inverse trigonometry, triangles, heights and distances | Computer: binary arithmetic, two's complement |
| 6 | Straight lines, pair of lines | Reasoning: syllogisms |
| 7 | Circles, parabola, ellipse, hyperbola | Computer: Boolean algebra |
| 8 | Limits, continuity | Reasoning: seating and puzzles |
| 9 | Differentiation and applications, Rolle's theorem, MVT | Computer: hardware and memory |
| 10 | Integration, definite integrals, area | Reasoning: data interpretation and sufficiency |
| 11 | Matrices, determinants, linear equations | Computer: software and internet |
| 12 | Permutations, combinations, binomial theorem, probability, statistics | Full-length mock tests begin |
Why this order
- Blocks 1–3 give you the algebra and function language used everywhere.
- Blocks 4–5 finish trigonometry before calculus, so you are not learning identities in the middle of integration.
- Blocks 6–7 build coordinate geometry from lines upward.
- Blocks 8–10 take calculus in its natural order.
- Blocks 11–12 are relatively self-contained and can come last. Probability sits after counting.
Matrices could equally go earlier; they do not depend much on calculus. Move them if you prefer.
How to interleave the other sections
The right-hand column is deliberately light. Doing a little Reasoning, Computer Awareness and English each week keeps those skills alive while Mathematics takes most of your time. It also avoids the common mistake of leaving Reasoning until the last month.
When to start mocks
Sectional tests can start as soon as you finish a block. Full-length mocks, with the real time slots (70, 30 and 20 minutes), are most useful once you have covered most of the syllabus, from about block 12.
Linking to study pages
Each block's maths topics have a study page on this site. The NIMCET syllabus checklist lists them all with links. If you want to know which blocks carry the most marks, the priority map complements this sequence.
Frequently Asked Questions
Which topic should I start NIMCET maths with?
Algebra basics: indices, logarithms and quadratic equations. Most other chapters depend on them.
Should I study trigonometry before calculus?
Yes. Calculus problems often use trigonometric identities.
When should I start full-length mock tests?
Once most of the syllabus is covered, using the real sectional timings.
Can I study Reasoning at the end?
It is better to practise Reasoning a little every week from the start.