1. Express two million, five hundred and two thousand, two hundred and five as a numeral.

2. Which of the following is greater than 4/7?

3.
Which point is South-West of Point E?

4. The area of the shaded face of the cuboid is 18 cm². Its length is 4 cm. Find the volume of the cuboid.

5. In the figure, EACDF and BDG are straight lines, ∠ABC = 40°, ∠EAB = 110° and ∠FDG = 36°. Find ∠CBD.

6. What is the mass of the watermelon?

7. The figure consists of a square and an equilateral triangle. Find its perimeter.

8. In a library, 1/4 of the books are magazines. Half of the remaining books are fiction books. What is the ratio of the number of fiction books to the number of magazines?

9. Jamie spent 70% of her savings on a laptop and had $2100 left. How much savings did she have at first?

10. The cost of a pen is $n. A book costs $6 more than a pen. Express the total cost of 2 books and 3 pens in terms of n.

11. The price of a bag was $800 before GST. How much did Mrs Tan pay for the bag including the 7% GST?

12. Richelle had some of 20-cent and 50-cent coins. The total value of the coins was $40. For every five 20-cent coins, there were two 50-cent coins. How many coins did Richelle have altogether?

13. Jane baked some butter and chocolate cookies. After eating 7 butter cookies, she found that the number of chocolate cookies left was 3 times the number of butter cookies left. She packed the remaining cookies equally into 9 boxes. Each box contained 16 cookies. How many butter cookies did Jane bake?

14. By rounding each of the numbers to the nearest whole number, estimate the value of:
      11.5 x 8.97 - 4.54

15. Egg tarts are sold in boxes of 2 for $3. Fruit tarts are sold in boxes of 4 for $4. Mrs Asfarah wants to buy an equal number of egg tarts and fruit tarts. What is the maximum number of tarts she can buy with $85?