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Targeted online practice with instant marking supports work between lessons.
PSLE MATHEMATICS
PSLE Mathematics is the national exam every Primary 6 student in Singapore sits at the end of the year. The Math paper is split into Paper 1 (no calculator, 1 hour 10 minutes — Booklet A multiple-choice and Booklet B short-answer, 50 marks) and Paper 2 (calculator allowed, 1 hour 20 minutes — short-answer and structured/long-answer, 50 marks), totalling 100 marks across 45 questions and 2 hours 30 minutes of writing time. DeepThink covers the full MOE Primary 5 and Primary 6 Mathematics syllabus, taught in the order students need it for PSLE preparation. Each topic is taught through worked examples, then practised against PSLE-style questions — including the multi-step long-answer problems that account for the majority of the marks in Paper 2. Students also learn the standard heuristics on the MOE list — model drawing, working backwards, supposition, and systematic listing — so they can approach unfamiliar problems with a method, not a guess.
Four operations
Order of operations
Word problems
Operations with fractions and decimals
Conversion between forms
Percentage increase and decrease
Real-world applications (discount, GST, interest)
Equivalent ratios
Ratio and fraction
Rate problems
Speed, distance, time
Algebraic expressions
Simple equations
Forming and solving equations from word problems
Area and perimeter
Volume of cubes and cuboids
Angles in triangles, quadrilaterals, and on a straight line
Properties of shapes (squares, rectangles, parallelograms, rhombuses, trapeziums)
Tables, bar graphs, line graphs, and pie charts
Average
Reading and interpreting data in word problems
PSLE Math results are reported on the Achievement Level (AL) scale from AL 1 (≥ 90 marks) to AL 8 (< 20 marks); the Math AL feeds directly into the total PSLE Score that determines secondary school posting. All practice is aligned to the PSLE paper format, and heuristics and bar-model methods are drilled across topics — not taught as a separate module — so students see how each method applies to real exam questions.
Primary 5 and 6 students often face specific difficulties as they prepare for PSLE:
PSLE Paper 2 questions often require students to break down complex scenarios into smaller, solvable parts. Many students struggle to identify which operation or concept to apply first, and freeze before any working appears on the page.
Weaknesses in foundational topics like fractions, ratios, or place value become critical obstacles when tackling PSLE questions that combine three or four concepts in one problem.
Bar modelling works cleanly at Primary 3–4, but PSLE problems often need 2–3 bar diagrams chained together, or a before-and-after model. Students who only learned the basic part-whole model often draw the wrong shape and get stuck.
Students learn the names of heuristics — model drawing, working backwards, supposition, systematic listing — but cannot match them to question types. They guess which to apply, then abandon the method when it does not produce a quick answer.
Paper 1 has no calculator and a tight time budget. Students who are not fluent with mental arithmetic, fraction simplification, and unit conversion lose marks on questions they could otherwise solve, simply because they ran out of time.
Paper 2 ends with mixed-topic 4–5 mark questions that test multiple concepts in sequence. Students who solve clean topical questions in school often freeze on these, because school tests rarely combine topics this way.
Under the Achievement Level system, the gap between AL 1 (≥ 90 marks) and AL 2 (85–89) is just five marks. A single careless error in transcription, units, or final-answer presentation can cost a full AL band — and through it, secondary school options.
Students can solve familiar question types from their school worksheet but struggle when the same concept is presented in an unfamiliar context — a common feature of PSLE Paper 2 long-answer questions.
DeepThink is designed specifically to address the demands of PSLE preparation:
Our platform pinpoints exactly which topics each student understands and which ones need more work — so Primary 5 and Primary 6 students don't waste time on areas they have already mastered.
Teachers break down PSLE Paper 2 multi-step problems systematically, showing students how to read the question, choose a heuristic, and lay out working that earns full method marks.
Students see hundreds of problems sorted by heuristic type and bar-model shape, so they internalise which method fits which question pattern — and stop guessing.
Key concepts are revisited at personalised intervals, so a topic taught in Primary 5 is still secure when it appears in a mixed-topic Paper 2 question in Primary 6.
All practice reflects actual PSLE Paper 1 and Paper 2 question structures and mark weightings, so students build familiarity with how the exam tests their understanding — not just with topical worksheets.
Students develop not just knowledge, but the strategic thinking needed to perform reliably under PSLE exam conditions.
The details parents usually want before deciding whether to book a trial.
Targeted online practice with instant marking supports work between lessons.
Full curriculum and chapter list shown in the syllabus section above.
Same fee across levels and streams.
Parents can see the teaching pace, structure, and student experience before committing.
These are the situations where extra support tends to make the biggest difference.
PSLE Paper 2 questions often require students to break down complex scenarios into smaller, solvable parts. Many students struggle to identify which operation or concept to apply first, and freeze before any working appears on the page.
Weaknesses in foundational topics like fractions, ratios, or place value become critical obstacles when tackling PSLE questions that combine three or four concepts in one problem.
Bar modelling works cleanly at Primary 3–4, but PSLE problems often need 2–3 bar diagrams chained together, or a before-and-after model. Students who only learned the basic part-whole model often draw the wrong shape and get stuck.
If any of these patterns sound familiar, this is likely the right level of support for your child — a trial class is a good next step.
PSLE Mathematics is structured as two papers, sat on the same day with a break between them. Paper 1 (1 hour 10 minutes, no calculator) is split into Booklet A (10 one-mark and 8 two-mark multiple-choice questions) and Booklet B (12 two-mark short-answer questions), totalling 50 marks. Paper 2 (1 hour 20 minutes, calculator allowed) contains 5 two-mark short-answer questions and 10 structured/long-answer questions worth 3, 4 or 5 marks each, totalling 50 marks. Together the two papers cover 45 questions for a total of 100 marks across 2 hours 30 minutes of writing time.
PSLE Math is graded on the Achievement Level scale from AL 1 (best) to AL 8. AL 1 = 90 marks and above, AL 2 = 85–89, AL 3 = 80–84, AL 4 = 75–79, AL 5 = 65–74, AL 6 = 45–64, AL 7 = 20–44, and AL 8 = below 20. The Math AL is added to the ALs for each of the other PSLE subjects to produce the total PSLE Score, which is the main input into secondary school posting.
Primary 5 is the ideal starting point because the Primary 5 syllabus introduces ratio, percentage, and rate — the topics that account for most of the multi-step Paper 2 questions in Primary 6. Starting in Primary 6 is still effective, but the runway is tighter, so support needs to be diagnostic from the first lesson rather than building gradually over two years.
Fractions, ratio, percentage, and rate/speed dominate the Paper 2 long-answer section, where the highest mark-per-question values sit. Geometry and measurement (area, perimeter, volume, angles) contribute consistently across both papers. Whole-number operations are tested heavily in Paper 1, where calculator-free fluency directly determines how many marks a student can secure under time pressure.
The MOE Primary Math syllabus develops a defined list of heuristics. The ones that appear most often in PSLE-level problems are model drawing (the bar model), working backwards, supposition, systematic listing, looking for a pattern, and the before-and-after concept. Strong students do not just know the names — they recognise from the question wording which heuristic to apply, which is what we drill in weekly classes.
Bar modelling is central. By PSLE, the harder Paper 2 problems often need two or three bar diagrams chained together, or a before-and-after model that tracks how units change after a transaction. Students whose bar-model practice stopped at the basic Primary 3–4 part-whole shape often draw the wrong model and get stuck. Our classes deliberately teach the more advanced bar-model patterns examiners build problems around.
This is almost always an exam-condition gap, not a knowledge gap. Practice at home is usually one topic at a time, untimed, with a fresh mind. PSLE Paper 2 mixes topics, runs to the clock, and lands in the middle of an exam day. The fix is regular timed mixed-topic practice that mimics those conditions, so the student trains the actual skill the exam tests.
Three things. First, classes are live (not recorded) and capped to keep teacher attention high, so students can ask questions in real time. Second, the targeted online practice between lessons gives instant marking and explanations, so mistakes get corrected the same evening — not at the next weekly class. Third, spaced review surfaces topics from earlier in the year right before they would otherwise be forgotten, which is how PSLE-level retention is built.
Every question a student attempts updates an internal map of which sub-skills are secure and which are still shaky. The next batch of practice is chosen from the shaky areas first, with secure areas rotated in on a spaced-review schedule. Parents see what was covered and what their child should focus on, so support at home is targeted instead of guessed at.
Yes. Families can book a free trial class to see the teaching pace, the structure of the live session, and how the targeted practice works between lessons — before deciding whether to enrol for weekly classes.
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