Math Kangaroo is coordinated by the International Kangaroo Mathematics Association, with participation from over 90 countries and regions. The global exam is held every March; in China, registration is conducted through authorised test centres. It is open to grades 1–12, divided into six levels (A–F), and is one of the most youth‑friendly international math initiation competitions for younger students (G1–G6) — no pure calculation questions, full‑colour illustrations + multiple choice, testing logical thinking rather than calculation accuracy. Its positioning is completely different from domestic "selective" Olympiad events, focusing more on protecting interest. As of the summer of July 2026, the cutoffs for the 2026 season (exam in March, results in April) are now available for review. The 2027 season is expected to hold its exam in March 2027, with registration opening from October to December 2026 — this is the preparation window for families entering the competition for the first time. Below, we break down level selection, sample 2026 score cutoffs, a summer thinking‑development pathway for younger students, and a level‑by‑level question type comparison.
I. How to Choose Among Levels A–F: Register by Grade by Default, May Skip One Level
1. Level Correspondence and Skip‑Level Rules
Officially, students are matched by default according to their current grade: A = G1–G2, B = G3–G4, C = G5–G6, D = G7–G8, E = G9–G10, F = G11–G12. Students are allowed to skip one level (e.g., a G2 student with advanced maths may choose B; a G6 student may try D). Skipping two levels is not recommended (the跨度 in question style is too wide and can easily discourage confidence). Students below G1 (kindergarten) are not recommended to take Level A — their shape recognition and number sense have not yet reached the threshold; they can transition through math picture books first.
Levels A–B consist of 24 questions in 60 minutes, with scoring: +5 for correct, +1 for blank, 0 for wrong, for a maximum score of 120. Levels C–F consist of 30 questions in 75 minutes, with scoring: +4 for correct, +1 for blank, 0 for wrong, for a maximum score of 120. The scoring design embodies the principle that "leaving a question blank is better than getting it wrong," encouraging children to guess but not guess wildly.
| Level | Target Grades | Questions / Duration | Scoring (Max 120) |
|---|---|---|---|
| A | G1–G2 | 24 questions / 60 min | +5 correct, +1 blank, 0 wrong |
| B | G3–G4 | 24 questions / 60 min | +5 correct, +1 blank, 0 wrong |
| C | G5–G6 | 30 questions / 75 min | +4 correct, +1 blank, 0 wrong |
| D | G7–G8 | 30 questions / 75 min | +4 correct, +1 blank, 0 wrong |
| E | G9–G10 | 30 questions / 75 min | +4 correct, +1 blank, 0 wrong |
| F | G11–G12 | 30 questions / 75 min | +4 correct, +1 blank, 0 wrong |
The core principle of level selection is "interest first, protect confidence": G1–G2 first‑time participants should choose Level A, even if their in‑school maths is ahead — do not force them to skip to Level B. Level A questions are full of colourful illustrations, shape recognition, and counting candies — children feel like they are "playing a game." Level B begins to introduce applications of addition, subtraction, multiplication, and division, which can easily discourage beginners. For G5–G6 students who have already completed grade 6 maths plus simple ratios at school, they may choose Level C (default) or try skipping to Level D — Level D corresponds to grades 7–8 and introduces the beginnings of algebra, which serves as an excellent bridge for later preparation for AMC8.
II. 2026 Season Score Cutoffs Review: Cutoffs Based on Global Percentiles, Slightly Higher in China
2. Award Rules and Sample Score Cutoffs
Math Kangaroo awards are uniformly based on global percentiles: Gold = Top 5%, Silver = Top 15%, Bronze = Top 30%. A perfect score (120 points) in any level receives the Perfect Score Special Award. Due to the high level of participation and preparation among younger students in China, the Gold cutoff for the same level in China is typically 1–3 points higher than the global average. Based on publicly available data from Chinese test centres and Bloom for the 2026 season, the following sample ranges are provided (maximum score 120, cutoffs may fluctuate by 2–4 points each year depending on difficulty):
| Level | Gold (Top 5%) | Silver (Top 15%) | Bronze (Top 30%) |
|---|---|---|---|
| A (G1–2) | 114–118 | 105–110 | 95–102 |
| B (G3–4) | 106–112 | 98–104 | 88–96 |
| C (G5–6) | 98–104 | 90–96 | 80–88 |
| D (G7–8) | 92–98 | 84–90 | 74–82 |
| E (G9–10) | 86–92 | 78–84 | 68–76 |
| F (G11–12) | 80–86 | 72–78 | 62–70 |
Note: Level A has the easiest questions, and Gold typically requires a perfect score or only one mistake (119–118 points). Level F is close to AMC10 difficulty, and the Gold cutoff is often below 90. Because Chinese test centres have a larger number of participants and higher preparation levels, it is normal for the cutoff for the same level to be 1–3 points higher than the global average.
III. Summer Mathematical Thinking Development for Younger Students (Levels A–C, G1–G6): Don't Drill — Train "Three Abilities"
3. Level A (G1–2): Number Sense + Shapes + Patterns — Play Is the Main Focus
The core of Level A questions is "recognising shapes + counting + comparing quantities + simple patterns." There is no calculation requirement at all. Over the summer, there is no need to drill calculation workbooks — just 15 minutes of play per day: tangrams / magnetic tiles for shape building (shape recognition + spatial sense), number sense blocks (counting 1–20, comparing sizes), pattern cards (complete the pattern: □△□△, 1,3,5,7…), and math picture books (e.g., the younger level of Math Start). The goal is to make children feel that "math is playing a game," not a task. First‑time families do not need to force their children to do past papers — keeping interest alive is more important than winning an award.
4. Level B (G3–4): Master Addition/Subtraction/Multiplication/Division + Application Scenarios + Simple Logic
Level B begins to introduce applications of the four operations, symmetric shapes, and time/money calculations. Spend 20 minutes per day over summer: beginner 24 Game (numbers 1–10, practising fluency with the four operations — no need for speed), symmetry paper‑cutting (developing symmetry awareness), maze books (path logic), and role‑play scenarios ("You have 10 yuan, notebooks cost 3 yuan each — how many can you buy at most, and how much change do you get?" — practising applied reading comprehension). You may work through 2–3 sets of past Level B papers, but for each question, ask the child to explain "how did you think about it?" — this is more important than getting the answer right. The common point‑loss area in Level B is often "missing conditions in the question" (e.g., not noticing "buy 2 get 1 free"), not calculation errors.
5. Level C (G5–6): Ratios/Geometry + Logical Reasoning — Intensive Work on Past Papers
Level C is the transition from younger to older levels, introducing fractions, percentages, ratios, geometry (perimeter and area), and simple permutation logic. Over summer, do 2 sets of past Level C papers from the last 5 years per week (untimed), focusing on "reading diagrams + spotting traps": Is the diagram a top view or a front view? Are the units consistent (cm vs m)? Does the question ask "how many more" or "how many times more?" — these are high‑frequency point‑loss areas in Level C. For G5–G6 students aiming for AMC8, after achieving Gold in Level C, they can add AMC8 questions 1–10 difficulty level for a smoother transition.
IV. Appendix: Level‑by‑Level Question Type Comparison Table
| Level | Core Assessment Areas | Sample Question Style |
|---|---|---|
| A (G1–2) | Counting 1–20, shape recognition, pattern completion, comparing quantities | In the picture there are 4 apples and 2 pears. How many more apples than pears? |
| B (G3–4) | Four operations, symmetry, time, money calculations | The clock shows 3:15. What time will it be in 45 minutes? |
| C (G5–6) | Fractions/percentages, ratios, geometry (perimeter & area), logical sequencing | 3 children share 12 candies, each gets at least 1. How many ways are there to distribute them? |
| D (G7–8) | Introduction to algebra, advanced ratios, circle area, introductory permutations and combinations | If the radius of a circle is doubled, by what factor does its area increase? |
| E (G9–10) | Linear functions, quadratic equations, triangle congruence, introductory probability | When rolling a die once, what is the probability of rolling an even number? |
| F (G11–12) | Polynomials, exponents and logarithms, trigonometry, introductory number theory | How many non‑negative integer solutions (x, y) satisfy x + y ≤ 5? |
Core takeaway: Math Kangaroo's core value lies in interest initiation for G1–G6, not selection. So over summer, there is no need to force children to drill calculation workbooks — keeping their thinking alive is more important than winning Gold. For G7+ students choosing Level D and above, they can transition towards AMC8/10 — Levels D–E of Kangaroo serve as an excellent bridge. The 2026 season cutoffs have been released, and summer (July–August) is the best window for first‑time families with younger students to develop mathematical thinking. Following the rhythm of "A = play, B = practice applications, C = work intensively on past papers," aiming for Bronze/Silver in the March 2027 exam is a reasonable expectation. Gold requires strong in‑school maths performance plus systematic preparation.
