FMO 2026 - Grade 6 - National - Paper 03

Which figure should replace the question mark?

Amy's birthday is in July. Multiplying its day number by 3, dividing by 5, adding 6, then multiplying by 10 gives 186. Find the day number.

Steve records his harvest of five fruit types in the pie chart. If he harvested 300 pears, how many mangoes did he harvest?

Andy is currently one third of his father's age, and their ages sum to 60. How old was his father when Andy was born?

Follow the decimal calculation flowchart and find the result.

Courtney, Andrew and Maria each take 3 cards from the nine distinct cards numbered 1 to 9. Maria's numbers have product 63; Courtney's have product 48; Andrew's sum to 16. What is the largest number on Andrew's cards?

A ribbon contains 2023 weather symbols in the repeating pattern shown. If the first symbol is the sun, which symbol is last?

Eighteen people would repair a road in 8 days. Six more people join to accelerate the work. If everyone has the same constant productivity, how many days earlier than planned will the work finish?

Lucy stacks identical cubes of side length 2 cm as shown. What is the minimum possible volume of the stack?

Two square sheets of side 10 cm first form a rectangle without overlapping. Then the green sheet is placed partly over the yellow sheet to make a smaller rectangle, decreasing its area by 30 cm². Find the perimeter of the new rectangle.

Andree leaves home at 07:45, cycles 2 km at 20 km/h to a cafe, spends 45 minutes there, then cycles 3 km at 15 km/h to the library. When does he arrive?

Tony folds a square sheet twice along the dashed lines, then cuts along both red lines. How many pieces are obtained when the paper is opened?

Use the displayed rule to find the final result.

The large equilateral triangle, made from identical small equilateral triangles, has area 108 cm². Find the shaded area.

Dan has 2-dollar and 5-dollar notes. He has 12 more 5-dollar notes than 2-dollar notes, and their total value is 137 dollars. How many 5-dollar notes does he have?

Each letter in “SECTIONS” represents one of the digits 1,2,3,4,5,6,7. The resulting number is divisible by 3 but not by 2. Find S.





Editorial clarification for this imported multiple-choice version (not explicitly printed in the source): different letters represent different digits; the repeated S represents the same digit. The original wording without this convention is not uniquely determined.

Opposite faces of a die sum to 7. Initially its top shows 1 as in the figure. After one roll right, its top shows 4. It then rolls right three more times, giving top value A, and then eleven more times, giving top value B. Find A×B.

David joins two identical rectangles and four identical squares into the rectangle shown. Its perimeter is 60 cm. Find its area.

Solve the arithmetic puzzle.

Choose three different digits from 0 to 9 to form a three-digit number. How many such numbers are odd and less than 333?