1. Which of the following is five hundred and sixty-seven thousand and thirty in numerals?

2. What is the value of 3 ÷ 600?

3. What is a possible length of a badminton court in a school?

4. Which of the following shows 25% of the figure shaded?

5. In the number line, what is the value represented by X?

6. A cut along the diameter of a circular paper will obtain 2 equal pieces. How many such cuts along the diameter must be made to obtain 16 smaller pieces of equal size?

7. A, B, C and D are points on a square grid. Which point when joined to Y forms a line that is perpendicular to XY?

8. In the figure, QR and ST are straight lines. Find ∠m.

9. The bar graph shows the number of cakes baked by a bakery over four months. The number of cakes baked is not shown on the graph.

Which of the following table represents the bar graph above?

10. Which of the following is not the net of the cuboid?

11. Arrange these volumes from the largest to the smallest.

12. Walter packed 4/5 kg of flour into as many bags of ¼ kg as possible and had some flour left. What was the mass of the flour left?

13. Jean had some tickets to sell. After selling 56 of them in the morning and 4/7 of the remainder in the afternoon, she was left with 1/5 of the tickets. How many tickets were sold altogether?

14. After a 20% discount, the price of a T-shirt was $40. A first-time customer was given a further discount of $6. What was the total percentage discount given to a first-time customer for the T-shirt?

15. In the figure, ABCD is a rectangle made up of four triangles.
The ratio of the area of triangle ABF to that of the rectangle is 1:9. The ratio of the area of triangle AFE to that of the rectangle is 1:6.

Which of the following statement(s) is/are true?
Statement A: The ratio of the area of triangle ABF to that of triangle AFE is 2:3.
Statement B: ED is the base of triangle EFD and the corresponding height is EF.
Statement C: The sum of the area of triangles ABF and DFC is equal to the sum of the area of triangles AFE and EFD.