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FMO 2026 - Grade 8 - National - Paper 07

Question 1

Jack folds a square piece of paper in half twice and makes the cuts shown. What will the paper look like when opened?

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Question 2

Which figure replaces the question mark?

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Question 3

Class 7 A has 20 students and a reported average Math score of 8. Two students’ scores were wrongly recorded as 7, but each should be 9. Find the correct average.
  1. 7.6
  2. 7.8
  3. 8
  4. 8.2
  5. 8.4

Question 4

Jimmy walks 50 m east, 30 m south and then 10 m west from home to a grocery store. What is the shortest distance between home and the store?

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N = North, E = East, S = South, W = West.
  1. 10 m
  2. 90 m
  3. 30 m
  4. 40 m
  5. 50 m

Question 5

Henry needs 12 hours to paint a house, while Hank needs half that time. Working together at constant rates from 7:00, when do they finish?
  1. 10:25
  2. 10:50
  3. 11:00
  4. 12:00
  5. 12:15

Question 6

Each friend makes a call to another city. The charge depends on call duration and distance. Whose call lasts longer than Ashley’s but costs less?

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  1. Jordan
  2. Alex
  3. Willy
  4. Mia
  5. Peter

Question 7

Each letter represents a different digit smaller than 7. Find the smallest value of F × M × O.

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  1. 15
  2. 20
  3. 30
  4. 12
  5. 24

Question 8

Which cube CANNOT be made from this net?

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Question 9

Bells ring every 18,60 and 72 minutes. All three ring at 5 p.m. When will they next ring together?
  1. 7 p.m.
  2. 8 p.m.
  3. 9 p.m.
  4. 10 p.m.
  5. 11 p.m.

Question 10

Candace stacks 19 identical cubes of side 5 cm as shown and paints every exposed surface except the bottom. Find the painted area in cm².

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  1. 1150
  2. 1175
  3. 1225
  4. 1250
  5. 1275

Question 11

Jackson pays 10,000 VND for two types of stamps and receives a candy worth 200 VND as change. Type A stamps cost 1,300 VND each and type B cost 700 VND each. How many stamps did he buy?
  1. 6
  2. 7
  3. 8
  4. 9
  5. 10

Question 12

An equilateral triangle, a square and a regular pentagon are arranged as shown. Find the marked angle.

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  1. 100°
  2. 102°
  3. 108°
  4. 110°
  5. 112°

Question 13

Halfway to school, Henry sees that continuing at the same speed would make him 5 minutes late. He doubles his speed for the remaining half and arrives 7 minutes early. How many minutes did his actual journey take?
  1. 12
  2. 14
  3. 24
  4. 36
  5. 48

Question 14

Helen fills square groups of numbers following the pattern shown. Find the sum of the shaded diagonal in Group 15.

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  1. 1695
  2. 1934
  3. 2012
  4. 2028
  5. 2434

Question 15

Identical cubes form a solid with the top and side views shown. What is the smallest possible number of cubes?

Top view:

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Side view:

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  1. 14
  2. 6
  3. 12
  4. 9
  5. 10

Question 16

The table lists all languages spoken by Alice, Barney, Cindy, David and Ellen.

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They belong to Teams A,B,C. Each team has 3 members and collectively speaks exactly 4 languages. No team contains both Cindy and Alice. Alice is not in Team B. Only Cindy is in exactly one team. List all members of Team B.

Clarification: team memberships may overlap, as the original conditions require; “distributed” does not mean a disjoint partition.