The problems in this collection have been adapted from problems that have been set in South East Asian Mathematics Competitions.
Reverse ages
Adding and multiplying
Bouncing ball
Split clock face
Multiplication cube
The net shown is folded up to form a cube. What is the largest possible vertex product?
Sum and differences
Three numbers add up to 100. The difference between the larger two is 12 and the difference between the smaller two is 2. What are the numbers?
Overlapping beer mats
Draining a pool
The water is being drained from a pool. After how long will the depth of the pool be 144 cm?
Strange dice
If two of these unusually numbered dice are thrown, how many different sums are possible?
Identical digit multiplication
Divisible digits
2014 even numbers
Lattice points on a line
How many lattice points are there in the first quadrant that lie on the line 3x + 4y = 59 ?
Palindromic milometer
Dividing a square
Roses and carnations
How many different bunches of flowers can this class buy for their teacher?
The elephant diet
Use the relationship between the elephant and the rabbit to find out how many carrots the rabbit eats in a day
Adding in pairs
These are the results when 3 numbers were added in pairs. What were the numbers?
Multiplication mistake
Between a sixth and a twelfth
The space on a number line between a sixth and a twelfth is split into 3 equal parts. Find the number indicated.
Missing 9s
Red card blue card
Average temperature
The average temperature of six cities is 5$^\circ$C. What is the average temperature when two cities are added?
Black and gold storeys
Washing elephants
How long will it take Mary and Nigel to wash an elephant if they work together?
Committees
Number of arms
What is the probability that the next person you meet has an above average number of arms?
Swapping sweets
Flipping coins
Dolly dolphin
Can you find Dolly Dolphin's average speed as she swims with and against the current?
Square to a rectangle
Semicircle distance
Square in a circle in a square
Cones and spheres
Growing triangle
Odd dice
These strange dice are rolled. What is the probability that the sum obtained is an odd number?