π Last verified: 14 October 2026 (Wednesday) β Exam date β CONFIRMED: 31 January 2027 (tentative, NTA calendar 2026-27, notice 16 Sept 2026). Notification πΆ NOT released yet. Pattern figures below: β CONFIRMED from the AISSEE 2026 bulletin, πΆ EXPECTED to repeat for 2027.
Here’s a sentence I hear constantly: “My child knows all the formulas but still leaves 10β15 maths questions unattempted.” AISSEE maths speed is not about being a genius calculator β it’s about having a plan for 150 (or 180) minutes that survives a real question paper. Time budget, triage habit, 4 weeks of timed drills. A child with that plan finishes the paper; a child with only “knowledge” doesn’t.

This is where every speed plan starts. β CONFIRMED (AISSEE 2026 bulletin; πΆ EXPECTED to repeat for 2027):
Class 6: 150 minutes, 125 questions, 300 marks β Maths: 50 questions Γ 3 marks = 150 marks, exactly half. Language, Intelligence and GK carry 25 questions / 50 marks each.
Class 9: 180 minutes, 150 questions, 400 marks β Maths: 50 questions Γ 4 marks = 200 marks, again half. English, Intelligence, General Science and Social Science carry 25 questions / 50 marks each.
A Class 6 child who answers maths slowly but correctly still loses if the last 10 questions go unattempted β that’s 30 marks, sixty percent of the entire Language section. Speed in maths is the highest-leverage skill in this exam.
One more fact shapes everything: β there is no negative marking in AISSEE (CONFIRMED per NTA pattern). Our negative marking explainer says it plainly β every unattempted question is marks your child hands back to the paper.
Most children treat the paper as one 150-minute maths session. Wrong. Split it into time blocks before the booklet opens β treat each like a mini-exam. Adjust Β±5 minutes to your child’s strengths, but never steal from the review block:
| Block | Section | Questions | Minutes |
|---|---|---|---|
| 1 | Maths β Pass 1 (triage, see below) | 50 | 55 |
| 2 | Language | 25 | 20 |
| 3 | Intelligence | 25 | 20 |
| 4 | GK | 25 | 20 |
| 5 | Maths β Pass 2 (mop-up) | starred | 25 |
| 6 | Review + OMR check | all | 10 |
| Total | 125 | 150 |
For Class 9 (180 min, 150 questions): 105 minutes for maths (65 + 40 mop-up), 15 minutes per other section, 15 minutes review. Each maths question is worth 4 marks there, so the extra investment pays double.
Most parents flinch at 55 minutes for 50 questions. That’s exactly why we drill β the triage method below is what makes a minute per question possible.
Speed doesn’t come from solving faster. It comes from not solving the hard ones yet. The three-pass rule:
Pass 1 β The harvest (55 min). Solve instantly anything you can do in under a minute; star the rest and move on β no “just one more step.” Target: 30β35 solved, 10β15 starred.
Pass 2 β The other three sections. Fresh brain, faster sections β and it gives the subconscious time to work on the starred maths questions. You’d be amazed how many “hard” questions crack on the second look.
Pass 3 β The mop-up (25 min). Return to the starred questions. Anything still stuck gets an educated guess β no negative marking.
Parents, drill one skill: walking away. Sit with your child for one timed set; the moment they spend 4 minutes on one question, tap the table. Repeated for 4 weeks, that tap becomes their internal alarm. For the bigger picture, see our AISSEE paper attempt strategy.
Drills beat lectures. Print this, stick it on the fridge, and tick each day off:
| Week | Focus | Mocks | Goal by Sunday |
|---|---|---|---|
| 1 β Baseline | Diagnostic + triage habit + 3 topic sprints | 1 maths section | Child walks away from hard questions unprompted |
| 2 β Volume | Weakest 3 chapters + batch bubbling drilled twice | 2 full papers | OMR bubbling costs under 8 minutes total |
| 3 β Pressure | Distraction drill + full-paper budgets with a visible timer | 2 full papers | Finishes the Class 6 paper inside 150 minutes |
| 4 β Polish | Only error-log topics + one confidence mock | 1 full + 1 section | Attempts all 50 maths questions with minutes to spare |
Last year, a parent told me her son finished his third-week full paper with twelve minutes unused. Nothing had gone wrong β the triage habit had simply stopped him donating time to questions that were never going to pay. That’s the real goal: not rushing, but never being stuck.
Nobody practices bubbling. Everybody should β in our own mock sessions, children lost 6β12 minutes to the OMR sheet. Here’s the protocol:
One last rule: never leave a question unattempted. With no negative marking, an educated guess in the final two minutes is pure expected value β 3 marks each for Class 6, zero cost.
My child solves maths correctly but attempts only 35 of 50 questions β is that a knowledge problem or a speed problem?
A speed problem, and a very common one. If most attempted questions are right, the concepts are fine β what’s missing is a time budget and a triage habit. Start with timed sets of 15 questions in 25 minutes plus the three-pass method above; most children add 8β10 attempted questions in three weeks.
Should Class 9 students give maths more time since each question carries 4 marks?
Yes, proportionally β 100 to 105 minutes on the 50 maths questions is sensible. But not at the cost of the 25 percent per-section qualifying mark in every other section. Maths deserves priority, never a monopoly.
Should my child bubble the OMR sheet after each question or at the end of the section?
Bubble in batches β after every 10 questions, stop and mark those 10. One-by-one bubbling breaks concentration; end-only bubbling risks a rushed, misaligned final five minutes. Batches also give a built-in checkpoint against skipped-question misalignment.
When should my child give up on a hard maths question and move on?
The 90-second rule works well: if a Class 6 maths question has not yielded a clear path by 90 seconds (120 seconds for Class 9), mark it with a star in the question booklet and move on. Come back in the mop-up round β questions often crack on a second look when the pressure is off.
Is mental maths safe, or should my child still write down steps in the exam?
A hybrid is safest. Single-step calculations go mentally in drills; in the real paper, write the one-line setup (formula with numbers plugged in) before solving mentally. That line is your error-checking safety net, and it costs five seconds.
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