Teaching & NET · Government Exams

CSIR NET Previous Papers

Past papers are the only way to understand what Part C actually asks, and Part C is where the examination is decided.

CSIR NET · checked 19 September 2026

CSIR NET at a glance, from the official notices

The dates, vacancies and rules below are read on the conducting body’s own site and rewritten as each notice appears. The guide beneath carries the full pattern, syllabus, cut-offs and free mock tests.

19September 2026

Checked 19 September 2026

CSIR NET: the facts that matter now

  1. 01

    Notified 27 May; applications to 19 June; examination 17 and 18 July 2026 in 224 cities; 1,87,739 registered and 1,50,057 appeared (79.9 per…

    June 2026 cycle

  2. 02

    JRF: 1,433 under CSIR and 1,875 under UGC (3,308 in all); Assistant Professor and Ph.D.: 4,167; Ph.D. only: 12,552

    June 2026 result

  3. 03

    Proposed for 20–21 December 2026 in NTA’s examination calendar of 16 September 2026; the information bulletin and application form are expected in…

    December 2026 cycle

  4. 04

    Chemical 62.25 per cent, Earth 71.02, Life 66.50, Mathematical 43.00, Physical 45.875; minimum 33 per cent (25 for SC, ST and PwD)

    June 2026 cut-offs (unreserved, JRF)

Past papers

CSIR NET — Reading previous papers properly

The gap between reading a syllabus topic and answering a Part C question on it is large. Part C questions typically combine two or three concepts, require a derivation or a multi-step calculation, and cannot be answered by recognition. Working past Part C questions is the only realistic way to calibrate how deeply you need to know each topic — and it usually reveals that the required depth is greater than a syllabus reading suggests.

How to work the papers

  1. Attempt full papers under three hours with the real selection rules. Choosing which questions to attempt is part of what you are practising.
  2. Separate your Part B and Part C accuracy. Strong Part B with weak Part C means you know the subject but cannot yet apply it, and that needs problem practice rather than revision.
  3. Build a topic frequency table for Parts B and C. Across several years in your subject. The emphasis is uneven.
  4. Track your guessing outcomes under the real deduction. The rate varies by part; your threshold should too.

What Part C questions typically ask you to do

  • Apply a principle to an unfamiliar system — the principle is on your syllabus; the system is not. The work is recognising which principle governs a situation you have not met.
  • Interpret data or a result — given an experimental outcome, a graph or a set of values, determine what it implies. Recall alone does not produce the answer.
  • Combine two areas of the syllabus — questions frequently sit at the join between topics that are taught separately, which is why topic-by-topic revision leaves candidates unprepared for them.
  • Work through a derivation or calculation — often one you have not memorised, requiring you to reconstruct it rather than retrieve it.

That list explains why revision alone does not prepare a candidate for this examination. Every item on it is a doing task rather than a knowing task, and the only way to build them is to solve — problems from past papers, problems from your postgraduate coursework, problems from any source demanding enough to require construction rather than recall. Candidates who revise thoroughly and solve occasionally score well in Part B and lose the examination in Part C.

Attempt past papers under the real selection rules, not simply as question sets. Because only a specified number of questions in each part are evaluated, the paper is partly a test of choosing — and practising without that constraint removes the decision entirely. Track separately whether the questions you selected were the right ones, by reviewing afterwards whether the ones you skipped were genuinely harder or merely less familiar.

Build the topic frequency table for Parts B and C separately

A topic can be heavily represented in Part B and rarely in Part C, or the reverse. Counting them together produces an average that misdirects your preparation, because the two parts reward completely different work on the same material — coverage for one, problem-solving depth for the other.

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