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Targeted online practice with instant marking supports work between lessons.
PRIMARY 6 MATHEMATICS
Primary 6 is the PSLE year. The MOE Primary 6 Standard Mathematics syllabus introduces speed (constant and average), pie charts, circles (area, circumference, semicircle, quadrant), advanced ratio with units that change before and after a transaction, percentage applied to discount / GST / interest, algebra extending into simple equations, and the multi-step word problems that combine ratio, fraction, and percentage in a single question. Each topic is taught once during Primary 6, then revised continuously as part of PSLE preparation. DeepThink covers the full syllabus with PSLE Paper 1 and Paper 2 question structures practised continuously across the year.
Dividing a Fraction by a Whole Number
Dividing a Whole Number by a Fraction
Dividing a Fraction by a Fraction
Word Problems
Ratio
Equivalent Ratios
Finding Equivalent Ratios
Finding New Ratios
Fraction and Ratio
Word Problems
Finding the Whole Given a Part and the Percentage
Percentage Increase and Percentage Decrease
Word Problems
Finding Unknown Angles
Parts of a Circle
Circumference of a Circle
Perimeter of a Semicircle and a Quarter Circle
Area of a Circle
Area of a Semicircle and a Quarter Circle
Area and Perimeter of Composite Figures
Finding the Side of a Cube or Cuboid
Finding the Area of One Face of a Cube or Cuboid
Word Problems
Finding Average
Finding Total Value
Finding Number of Data
Word Problems
Algebraic Expressions
Simplifying and Evaluating Algebraic Expressions
Solving Algebraic Equations
Most Singapore primary schools run a single SA1 in the middle of the year and then transition into PSLE prep mode, with the PSLE itself replacing SA2 at the end of the year. PSLE Math is graded 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. DeepThink classes follow the Standard Mathematics syllabus.
Primary 6 students often face:
Speed (distance ÷ time, with constant and average variants) sounds simple but produces some of the trickiest PSLE Paper 2 questions when speeds change mid-journey, or two objects move toward each other. Many Primary 6 students underestimate it.
Primary 6 ratio problems often involve units that change after a transaction (someone gives away money, water is poured between containers). Students whose ratio practice stopped at static comparisons get stuck on these before-and-after structures.
Discount, GST, simple interest, and percentage change problems require students to translate financial language into Math. The arithmetic is rarely the hard part — the translation is.
Schools use the mid-year SA1 to identify which students need urgent intervention. A weaker-than-expected SA1 result reshapes the rest of the year and can unsettle students at exactly the wrong time.
Under Achievement Level grading, AL 1 = ≥ 90 marks while AL 2 = 85–89. The gap between bands is small enough that careless errors in transcription, units, or final-answer presentation can cost an entire AL band.
Primary 6 students who learned the names of the heuristics (model drawing, working backwards, supposition, systematic listing) often cannot match them to question types under exam pressure.
PSLE 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.
The Paper 2 4–5 mark questions deliberately combine concepts from across Primary 5 and 6. Students who only practised topical questions during the year freeze when topics are mixed.
DeepThink runs Primary 6 as both syllabus completion and PSLE preparation in parallel:
Speed, circles, pie charts, and advanced ratio are taught with the question patterns PSLE actually uses, so students see real exam shapes from the first lesson on each topic, not just textbook drills.
Students see hundreds of problems sorted by heuristic type and bar-model shape, so they internalise which method fits which question pattern under exam pressure.
Students get regular timed Paper 1 sections (calculator-free) and Paper 2 long-answer sets, with marking and error analysis — building exam stamina, not just topic knowledge.
Ratio, percentage, fractions, and decimals from Primary 5 are deliberately woven into Primary 6 practice, so they are still automatic when they appear inside mixed-topic Paper 2 questions.
If specific Primary 3 or 4 weaknesses (e.g. weak tables, fraction-decimal conversion) are still costing marks, online practice surfaces and rebuilds those skills in parallel with PSLE prep.
Primary 6 students leave the year with the syllabus complete, the heuristics drilled to fluency, and timed-paper exam habits already built — not picked up in the final weeks.
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.
Speed (distance ÷ time, with constant and average variants) sounds simple but produces some of the trickiest PSLE Paper 2 questions when speeds change mid-journey, or two objects move toward each other. Many Primary 6 students underestimate it.
Primary 6 ratio problems often involve units that change after a transaction (someone gives away money, water is poured between containers). Students whose ratio practice stopped at static comparisons get stuck on these before-and-after structures.
Discount, GST, simple interest, and percentage change problems require students to translate financial language into Math. The arithmetic is rarely the hard part — the translation is.
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.
The MOE Primary 6 Standard Mathematics syllabus covers algebra (using letters and solving simple equations), advanced fractions, ratio with units that change before and after a transaction, percentage applied to discount / GST / interest, speed (constant and average), area and circumference of circle (and semicircle and quadrant), volume of liquid in cuboids, pie charts, and the multi-step word problems that combine all of the above. Each topic is taught once, then woven into PSLE-style practice for the rest of the year.
Primary 6 covers the syllabus topics; PSLE is the national exam at the end of Primary 6 that tests them. The overlap is large but not total — PSLE also draws on Primary 5 content and tests students with mixed-topic Paper 2 questions of a kind not always seen in school SA papers. Effective Primary 6 tuition treats syllabus completion and PSLE preparation as a single integrated programme.
From the very first lesson. PSLE-style heuristics, bar-model patterns, and timed Paper 1 / Paper 2 practice should run alongside the Primary 6 syllabus across the whole year, not be saved for the final term. Students who only start serious PSLE prep after the mid-year SA1 often run out of runway to fix the gaps that paper exposed.
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 heavily tested in Paper 1, where calculator-free fluency directly determines how many marks a student can secure under time pressure.
This is almost always an exam-condition gap, not a knowledge gap. Textbook practice 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.
PSLE Math is graded on the Achievement Level scale from AL 1 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 of the other PSLE subjects to produce the total PSLE Score, which is the main input into secondary school posting.
Both, but in the right order. Until the syllabus is complete (usually around the start of Term 3), focus is on topical mastery and closing weak-topic gaps. From Term 3 onward, full timed papers should run regularly so the student trains exam stamina and pacing. Doing only one or the other tends to plateau a student short of their AL ceiling.
Yes. Families can book a free trial Primary 6 Math class to see the teaching pace, the structure of the live session, and how the targeted practice between lessons works — before committing to weekly classes.
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