1. What is the first common multiple of 6 and 9?

2. Which of the following decimals lies between 1/5 and 1/4?

3. The table shows the prices of curry puffs sold at four different shops.
Which shop sells the cheapest curry puffs?

4. The cuboid below has a square face of side 5 cm and length 20 cm.

What is its volume?

5. Which one of the following shapes has only 1 line of symmetry?

6. WXYZ is a rhombus. Find ∠XYW.
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7. 3 years ago, Ken was 4p years old. How old will he be in 5 years' time?

8. A tap can fill a tank to the brim in 20 minutes. What fraction of the tank is filled by the tap in one minute?

9. Express 0.3 as a percentage.

10. Which of the following solids has the greatest number of faces?

11. The bar graph below shows the range of marks scored by a group of students in a Maths test.

What fraction of the pupils obtained at least 45 marks in the test? Give your answer in the simplest form.

12. John took 25 minutes to make 1 toy airplane. At 2.05 p.m., he finished making 4 toy airplanes. At what time did he start making the toy airplanes, given that he did not take any breaks in between?

13. The figure below is made up of 2 identical quadrants of radius 7 cm that overlapped each other. The shaded square has sides of 3 cm. What is the area of the whole figure? (Take π = 22/7)

14. In the figure below, how many more smiley faces must be added to make the ratio of the number of smiley faces to the total number of shapes become 2 : 3?

15. Fatimah had some two-dollar and five-dollar notes in her money box. She had 3 fewer two-dollar notes than five-dollar notes. She then exchanged 4 five-dollar notes for two-dollar notes. How many more two-dollar notes than five-dollar notes did she have in the end?