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PSLE Math AI Tutor (Singapore): A Practical Weekly Plan + Worked Questions

Updated August 26, 202614 min readPSLE
Tutorly.sg editorial team
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If you searched “PSLE Math AI tutor Singapore”, you’re probably not looking for more worksheets. You’re looking for a routine that actually sticks—something your child can do on a weekday without dragging it out for two hours.

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This guide gives you:

  • a simple weekly plan,
  • the exact practice loop that fixes mistakes (instead of just “doing more questions”),
  • and a worksheet-style section with worked solutions and common wrong answers.

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The PSLE Math routine that works (25–35 minutes)

The goal is accuracy first, then speed.

The loop (do this 4 days/week)

  1. 6 questions on one topic
  2. Mark the ones that are wrong
  3. For each wrong question: identify the first wrong step
  4. Redo 1 similar question immediately
  5. Write one “error pattern” note: Mistake → Fix

Why this works: PSLE Math improves when your child repeats the same pattern until it becomes automatic.


A realistic weekly plan (Singapore PSLE)

Monday: Fractions / Percentage

Focus: conversion, common denominators, “of” means multiply.

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Tuesday: Ratio / Proportion

Focus: parts method, change of total, “difference” questions.

Wednesday: Speed / Time

Focus: units (min/hr), distance-time-speed triangle, average speed.

Thursday: Word problems (model method)

Focus: reading carefully, drawing labelled bars, writing the “goal” sentence.

Weekend (once): Mixed set (30–40 minutes)

  • 10 mixed questions
  • review only errors
  • update the “error pattern” list

Prompts that make an AI tutor useful (copy/paste)

Use prompts that force practice and marking, not just answers:

  • “I’m a Primary 6 student in Singapore. Give me 6 PSLE Math questions on ratio, one at a time. Wait for my answer before marking.”
  • “Here is my working. Identify the first wrong step, explain why it’s wrong, then show the corrected method.”
  • “Give me 2 similar questions that test the same mistake, slightly harder.”
  • “Mark like PSLE: highlight missing steps and common careless errors.”

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Worksheet: sample questions + step-by-step solutions (PSLE Math)

Question 1 (Fractions)

Find the value of:

35+14\dfrac{3}{5} + \dfrac{1}{4}

Solution (step-by-step)

Step 1: Find a common denominator.
The LCM of 5 and 4 is 20.

Why: To add fractions, they must represent the same-sized parts.

Step 2: Convert each fraction.

35=1220,14=520\dfrac{3}{5}=\dfrac{12}{20},\quad \dfrac{1}{4}=\dfrac{5}{20}

Step 3: Add.

1220+520=1720\dfrac{12}{20}+\dfrac{5}{20}=\dfrac{17}{20}

Final answer: 1720\dfrac{17}{20}

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Answer check (common wrong answers + why)

  • Wrong: 49\dfrac{4}{9}: adding numerator and denominator directly (not allowed).
  • Wrong: 1320\dfrac{13}{20}: converting one fraction incorrectly.

Question 2 (Percentage)

A jacket costs $80. It is discounted by 15%.
What is the discounted price?

Solution (step-by-step)

Step 1: Find 15% of 80.

15%=1510015\%=\dfrac{15}{100} 15% of 80=15100×80=1215\%\text{ of }80 = \dfrac{15}{100}\times 80 = 12

Why: “Percent” means out of 100. Discount amount is a fraction of the original price.

Step 2: Subtract the discount.

8012=6880-12=68

Final answer: $68

Answer check (common wrong answers + why)

  • Wrong: $12: calculated the discount but forgot to subtract from $80.
  • Wrong: $92: added the discount instead of subtracting.

Question 3 (Ratio)

The ratio of red to blue beads is 3:7. There are 60 beads altogether.
How many blue beads are there?

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Solution (step-by-step)

Step 1: Add the ratio parts.

3+7=10 parts3+7=10\text{ parts}

Why: Total parts represent all beads.

Step 2: Find 1 part.

60÷10=660\div 10=6

Why: Each part must be equal size.

Step 3: Find blue beads (7 parts).

7×6=427\times 6=42

Final answer: 42 blue beads

Answer check (common wrong answers + why)

  • Wrong: 18: gave the red beads instead of blue.
  • Wrong: 40: divided by 6 or 7 instead of total parts (10).

Question 4 (Speed)

A cyclist travels 24 km in 1.5 hours.
Find the average speed in km/h.

Solution (step-by-step)

Step 1: Use speed formula.

Speed=DistanceTime\text{Speed}=\dfrac{\text{Distance}}{\text{Time}}

Step 2: Substitute values.

Speed=241.5=16\text{Speed}=\dfrac{24}{1.5}=16

Why: Dividing by 1.5 means “per 1 hour”.

Final answer: 16 km/h

Answer check (common wrong answers + why)

  • Wrong: 36: multiplied instead of divided.
  • Wrong: 12: treated 1.5 hours as 2 hours.

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On Tutorly.sg/app you can practise unlimited Singapore syllabus questions, get instant explanations when you are stuck, and use past-year papers — no sign-up needed to start.

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  • ✓ Step-by-step working when you are stuck
  • ✓ Works on phone and laptop
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