. If the area of the hexagon is 120, what is the area of triangle GCDcap G cap C cap D (A) 15 | (B) 20 | (C) 25 | (D) 30 | (E) 40
The categories follow the original French competition naming system and are grouped by two grade levels each. School Year (Public/International) Standard/Year 1 & 2 Ecolier Standard/Year 3 & 4 9–10 years old Benjamin Standard/Year 5 & 6 11–12 years old Cadet Form/Year 1 & 2 13–14 years old Junior Form/Year 3 & 4 15–16 years old Student Form 5, 6 & Pre-University / Year 11 & 12 17–19 years old Sample "Junior" Category Paper (Form 3–4) all categories kangaroo math competition malaysia
A cube with side length 3 is painted blue on all sides and then cut into 27 small cubes with side length 1. How many of the small cubes have exactly two blue faces? (A) 6 | (B) 8 | (C) 12 | (D) 18 | (E) 24 Section C: 5-Point Questions (Hard) Complex Geometry: In a regular hexagon ABCDEFcap A cap B cap C cap D cap E cap F is the midpoint of ABcap A cap B How many of the small cubes have exactly two blue faces
The is divided into six main categories based on the student's school year or age. The official Malaysian paper is unique as it is quadrilingual , provided in Bahasa Melayu, English, Mandarin, and Tamil . Kangaroo Math Malaysia Categories Kangaroo Math Malaysia Categories In a group of
In a group of 30 students, 15 play football and 12 play badminton. If 5 students play both, how many students play neither? (A) 3 | (B) 5 | (C) 8 | (D) 10 | (E) 12 Section B: 4-Point Questions (Medium) Number Theory: A positive integer
is divisible by 8 and 9. What is the smallest possible sum of the digits of (A) 9 | (B) 10 | (C) 12 | (D) 18 | (E) 72
75 minutes, multiple-choice (5 choices), no calculators. Section A: 3-Point Questions (Easy) Algebra: What is the value of
