1. There were 124 089 visitors to a tourist attraction last year.
Express this number to the nearest thousand.

2. What is the value of 10 ÷ 2000?

3. Part of a scale is shown below.
What is the value of the reading at X?

4. Arrange the following fractions from the smallest to the largest:

5. The ratio of two different numbers is 3 : 2. The larger number is 60.
What is the smaller number?

6. Mary collected 36 stamps. Her sister collected 12 fewer stamps than her. Find the ratio of Mary's number of stamps to her sister's number of stamps.

7. The figure below shows 10 identical cubes which are glued together to form a solid.

The whole solid, including the base, is then painted red. How many cubes have three of their faces painted red?

8. Lukman donated 20% of his savings and still had $380 of his savings left. How much money did he donate?

9. The parallelogram below is not drawn to scale. ∠q is twice of ∠p.
What is the value of ∠p?

10. WX and YZ are straight lines.

Which of the following is true?

11. The airmail rates to two countries are shown below.

Wakeen sent a letter weighing 43 g to Vietnam and a letter weighing 10 g to Japan by airmail. How much did he pay altogether?

12. The table below shows the different courses some children in a swimming club are attending.

What percentage of the boys in the club attend the advanced course?

13. JKLM is a parallelogram. ∠JML = 80 and ∠JOK = 120° and ∠JKM = 35°.
Find ∠MJL.

14. The figure below is made up of a circle A and rhombus B. The area of the shaded part is 2/5 of the area of A. The ratio of the area of the shaded part to the area of B is 3 : 8. What is the ratio of the area of the shaded part to the whole area of the figure?

15. The figure shows a trapezium ABCD where AD = CD and AD // BC.
Find ∠ADC.