Ontario EQAO Grade 6 Math Practice Questions: A Parent's Complete Guide

By Grade 6, most Ontario families have already been through one round of EQAO in Grade 3, but the Junior Division assessment catches many parents off guard anyway. It's noticeably broader than the Grade 3 test, and unlike Grade 3, it doesn't just test what was taught this year — it draws on everything from Grades 4, 5, and 6 combined. (If you are also supporting a younger child, make sure to read our companion Ontario EQAO Grade 3 Math Practice Questions guide).

This guide breaks down exactly what's tested, why the "cumulative" part matters more than most families realize, and gives you real practice questions with worked answers across every strand.

1. What Is the EQAO Grade 6 Assessment?

The Grade 6 assessment is EQAO's Junior Division test, covering reading, writing, and mathematics. Like the Grade 3 assessment, it's written by every student in a publicly funded Ontario school, typically within a May–June window (2026 falls in the same general window as Grade 3). It's fully digital, and it carries no direct consequence for your child individually — no report card impact, no bearing on Grade 7 placement.

Where Grade 6 differs meaningfully from Grade 3 is scope. The test is longer, the language is more complex, and the math draws on a wider span of curriculum. It's often described as a genuine checkpoint before the transition into intermediate school, which is one reason many families take it more seriously than the Grade 3 round. For parents evaluating long-term math success, explore our resource on online tutoring for Canadian students and Canadian math curriculum milestones.

2. Why "Cumulative" Is the Most Important Word to Understand

This is the detail that catches parents off guard most often: the Grade 6 EQAO doesn't just test what your child learned this year. It's built from the Ontario Mathematics Curriculum expectations up to and including the end of Grade 6, which means a question can reasonably draw on a skill first introduced in Grade 4 or reinforced in Grade 5.

In practice, this means a child who is doing well in current Grade 6 math class can still lose marks on the assessment if an earlier skill — say, converting between fractions and decimals, first taught in Grade 4 or 5 — was never fully solidified. This is exactly why diagnostic practice (finding out where the actual gaps are, rather than assuming they're all in current material) matters more at this grade than at Grade 3.

3. What Math Skills Does EQAO Grade 6 Actually Test?

Number and Spatial Sense tend to carry slightly more weight than the other strands, since they're the two largest content areas in the Grade 6 curriculum, but questions are drawn from all five. Fractions and decimals in particular show up across almost every recent Grade 6 assessment, which makes them worth extra attention at home.

4. How the Test Is Structured

Like Grade 3, the Grade 6 assessment is fully digital and delivered in stages rather than one long sitting. Each question is designed to test either procedural fluency (can the student calculate correctly) or conceptual understanding (does the student know which method or operation actually applies to the problem) — and often both at once.

Question types include:

• Single-selection (multiple-choice)
• Open-response, where students type a solution and, frequently, an explanation of their reasoning

Because the test draws on multiple years of curriculum, questions are also somewhat more likely to be multi-step — combining, for example, a fraction calculation with a measurement conversion in the same problem.

5. Practice Questions by Strand

Number

1. What is ⅜ + ¼? Write your answer as a fraction in lowest terms.
2. Convert 0.6 to a fraction in lowest terms.
3. A recipe uses a ratio of 2 cups of flour to 3 cups of sugar. If you use 6 cups of flour, how much sugar do you need?
4. What is 25% of 240?

Algebra

5. A pattern rule is "multiply by 2, then add 1." If the first term is 3, what are the first four terms?
6. Solve for x: 4x − 3 = 17
7. A table of values shows: when x = 1, y = 4; when x = 2, y = 7; when x = 3, y = 10. What is the rule connecting x and y?

Data

8. A survey of 30 students found that 12 prefer soccer, 10 prefer basketball, and 8 prefer swimming. What percentage of students prefer soccer?
9. A spinner is divided into 8 equal sections, 3 of which are blue. What is the probability of landing on blue?
10. Circle graphs show data as proportions of a whole. If a circle graph shows that 25% of a class walks to school, what fraction is that?

Spatial Sense

11. A rectangular garden is 8 m long and 5 m wide. What is its area?
12. A triangular prism has how many faces?
13. Point A is at (2, 3) on a coordinate grid. If it's reflected across the x-axis, what are its new coordinates?

Financial Literacy

14. An item is regularly $80 and is on sale for 25% off. What is the sale price?
15. You save $15 per week. How many weeks will it take to save $180?

6. Answer Key with Explanations

1. ⅝. Find a common denominator (8): ⅜ + 2/8 = ⅝.
2. ⅗. 0.6 = 6/10, which simplifies to ⅗.
3. 9 cups. The ratio 2:3 scales by a factor of 3 (2 × 3 = 6), so sugar also scales by 3: 3 × 3 = 9.
4. 60. 25% is one quarter, and 240 ÷ 4 = 60.
5. 3, 7, 15, 31. Apply the rule step by step: 3 → (3×2)+1=7 → (7×2)+1=15 → (15×2)+1=31.
6. x = 5. Add 3 to both sides (4x = 20), then divide by 4.
7. y = 3x + 1. Each time x increases by 1, y increases by 3, and starting from x=1, y=4 confirms the rule.
8. 40%. 12 out of 30 = 12/30 = 40%.
9. ⅜. 3 favourable sections out of 8 total.
10. ¼. 25% is equivalent to one quarter.
11. 40 m². Area = length × width = 8 × 5.
12. 5 faces. Two triangular ends plus three rectangular sides.
13. (2, −3). Reflecting across the x-axis flips the sign of the y-coordinate.
14. $60. 25% of $80 is $20; $80 − $20 = $60.
15. 12 weeks. $180 ÷ $15 = 12.

7. How EQAO Scores Are Reported

Grade 6 uses the same four-level achievement scale as Grade 3:

Results are released after the school year ends, typically in the fall — useful as a benchmark heading into Grade 7, though not something a student can act on in the moment. (Learn more about evaluating academic progress in our guide on is my child on track for their grade level).

8. Tutor Insights

Patterns that show up consistently when tutors work with Grade 6 students on EQAO preparation:

• Fraction operations with unlike denominators are the single most common stumbling block — many students can add fractions with the same denominator confidently but lose the process once denominators differ.
• Students frequently know a procedure (like finding area) but struggle to recognize when a word problem is actually asking for it, especially in multi-step questions.
• Ratio and rate language ("for every," "per") is often less familiar than the underlying math, since it's newer vocabulary at this grade.
• Coordinate plane questions are usually answered correctly for plotting points but less reliably for transformations like reflections and rotations.
• Because the test is cumulative, a strong Grade 6 student can still be caught off guard by a Grade 4-level skill they haven't touched in over a year — this is worth checking for directly rather than assuming.

9. A Parent's Checklist

• Start with a light diagnostic check to see which strand — and which grade-level of content — needs the most attention, rather than assuming it's all current material
• Prioritize fractions, decimals, and ratios, since they show up most consistently across recent assessments
• Practice reading multi-step word problems slowly, identifying what's actually being asked before choosing an operation
• Review coordinate plane transformations specifically, since they're often weaker than basic plotting
• Keep sessions short and regular rather than one long review close to the test window
• Talk through reasoning out loud, since EQAO's open-response format rewards shown thinking, not just a final number

10. Helping Your Child Prepare Without Overloading Them

Because the Grade 6 test is broader and more cumulative than Grade 3, it can be tempting to over-prepare — long review sessions covering three years of material at once. This usually backfires. A better approach is a short diagnostic first: have your child try a handful of questions across all five strands (the practice set above works well for this), see where the actual gaps are, and then focus practice there specifically. For techniques on keeping math practice calm and supportive, read our guide to overcoming math anxiety.

It also helps to normalize that some questions will draw on material from a year or two ago. That's expected, not a sign your child forgot something they should still know cold — it's simply how the assessment is designed.

11. A Short Example

A Grade 6 student was performing well in current classwork but consistently missed fraction-operation questions involving unlike denominators — a skill introduced in Grade 5 that hadn't been revisited much since. Rather than reviewing the whole Number strand broadly, practice narrowed specifically to finding common denominators and simplifying fraction answers for a couple of weeks. That focused approach, targeting the actual gap rather than the current unit, tends to close cumulative-curriculum gaps more efficiently than general review.

12. The Gurukul 4-Step EQAO Prep Cycle

13. Frequently Asked Questions

14. Key Takeaways

• EQAO Grade 6 math covers the same five strands as Grade 3 — Number, Algebra, Data, Spatial Sense, Financial Literacy — but cumulatively across Grades 4 to 6
• Fractions, decimals, and ratios are the most consistently tested topics
• The test rewards both correct calculation and clear reasoning, especially in open-response questions
• A short diagnostic first, then targeted practice on the real gaps, works better than broad review of everything at once
• Results use the same four-level scale as Grade 3 and carry no report card or placement impact

If a specific topic — fractions, ratios, or geometry — keeps resurfacing as a weak spot despite regular home practice, individualized tutoring can help identify exactly where the gap sits and close it efficiently. The Gurukul Global connects Ontario families with tutors experienced in the Canadian curriculum, offering one-to-one support focused on genuine understanding rather than repetition.