1. Eight million, sixty thousand, four hundred and fifty-two in numerals is __________.
 

 

📖 REMINDER: Identify each place value carefully — millions, thousands, hundreds, tens and ones.

 

WA1,HP,2025,HPWA12025,Whole Numbers,Primary 5
1.
2.
3.
4.
2. How many one-quarters are there in 3¾?
 

 

📖 REMINDER: Convert the mixed number to an improper fraction, then divide by the unit fraction.

WA1,HP,2025,HPWA12025,Fractions,Primary 5
1.
2.
3.
4.
3. In the figure below, PQR is a triangle. P is at the top, Q is at the bottom left and R is at the bottom right.
S is a point on QR such that PS is perpendicular to QR. T is a point on PR such that QT is perpendicular to
PR (not drawn to scale). 

 

 

📖 REMINDER: The height of a triangle is always perpendicular to its base.

WA1,HP,2025,HPWA12025,Geometry,Primary 5
1.
2.
3.
4.
4. What is the product of 9⁄4 and 32?
 

 

📖 REMINDER: "Product" means multiply. Simplify by cancelling common factors before multiplying.

WA1,HP,2025,HPWA12025,Fractions,Primary 5
1.
2.
3.
4.
5. Which one of the following is the second common multiple of 4 and 10?
 

 

📖 REMINDER: List multiples of both numbers and find the common ones in order.

WA1,HP,2025,HPWA12025,Whole Numbers,Primary 5
1.
2.
3.
4.
6. Arrange the following numbers from the largest to the smallest.    7⁄3     5     2⁄3 

 

📖 REMINDER: Convert all numbers to decimals or compare using a common reference to order them correctly.

WA1,HP,2025,HPWA12025,Fractions,Primary 5
1.
2.
3.
4.
7. Find the value of 6 × 34 + (120 − 84) ÷ 6
 

 

📖 REMINDER: Follow the order of operations — Brackets first, then Division/Multiplication, then Addition/Subtraction.

WA1,HP,2025,HPWA12025,Whole Numbers,Primary 5
1.
2.
3.
4.
8. Mrs Goh bought 21⁄4 kg of flour and Mrs Lim bought 1⁄3 of what Mrs Goh bought.
What was the total amount of flour bought by Mrs Goh and Mrs Lim?
 

 

📖 REMINDER: Find Mrs Lim's amount first by multiplying, then add both amounts together.

WA1,HP,2025,HPWA12025,Fractions,Primary 5
1.
2.
3.
4.
9. Benny and Clara had the same number of marbles at first. After Benny gave away 18 marbles and Clara gave
away 90 marbles,Benny had 3 times as many marbles as Clara. How many marbles did Benny have at first?
 

 

📖 REMINDER: Let the number Clara has after giving away = 1 unit. Benny has 3 units. Use the difference in amounts given away to find 1 unit.

1.
2.
3.
4.
10. Mei Ling spent 1⁄4 of her money on a bag and 2⁄3 of the remaining money on a dress. In the end,
she had $20 left. How much money, in total, did she spend on the bag and the dress?
 

 

📖 REMINDER: Work out the remaining fraction after each purchase. The leftover fraction helps you find the total.

WA1,HP,2025,HPWA12025,Fractions,Primary 5
1.
2.
3.
4.

11. A figure is made up of 16 equal squares. Some squares are already shaded. How many more squares must be shaded so that
only 1⁄4 of the figure is left unshaded?

 

 

Answer: more squares

 

 

📖 REMINDER: First find how many squares should be unshaded. Then count how many are currently unshaded. The difference tells you how many more to shade.

 

12. The figure below is made up of rectangle PQRS and triangle QST. PQ = 22 cm, QR = 12 cm and RT = 6 cm.
Find the area of the shaded triangle QST. (not drawn to scale)

 

 

Answer:   cm²

 

 

📖 REMINDER: The base of triangle QST is QS (diagonal of rectangle). Use base = length of rectangle and height = part of the breadth to find area.

 

WA1,HP,2025,HPWA12025,Geometry,Primary 5

13. The table below shows the types of tickets for admission to a zoo.

 

Type of Ticket Price
Adult $18
Child $9
Package A (1 adult and 1 child) $24
Package B (2 adults and 1 child) $42

 

Mr Tan bought tickets for 5 adults and 3 children. What was the least amount that he could have paid?

 

Answer: $ 

 

📖 REMINDER: Try different combinations of packages and individual tickets to find the lowest total cost.

 

WA1,HP,2025,HPWA12025,Money,Primary 5

14. There are 2 jars X and Y on a shelf. Jar X contains three times as many sweets as jar Y. In jar X,
1⁄3 of the sweets are red.In jar Y, 1⁄2 of the sweets are red. What fraction of all the sweets on the
shelf are red? Express your answer in the simplest form.

 

 

Answer: red sweets

WA1,HP,2025,HPWA12025,Fractions,Primary 5

📖 REMINDER: Assume a total number that is easy to work with. Find red sweets in each jar, then divide by the tota

 

15. The figure below is a rectangle with a length of 20 cm and breadth of 15 cm. Inside the rectangle are
4 identical  triangles ;arranged symmetrically,with their bases on the sides of the rectangle.
Find the area of the unshaded parts.

 

 

 

 

Answer:   cm²

 

 

📖 REMINDER: The unshaded region is always exactly half the area of the rectangle when 4 triangles are arranged symmetrically this way.

 

WA1,HP,2025,HPWA12025,Geometry,Primary 5

16. A repeated pattern is formed using the numbers 3 and 0. The first 18 numbers are shown below.

3   0   3   0   3   3   3   0   3   0   3   3   3   0   3   0   3   3   .........
1st   2nd

 

What is the sum of the first 100 numbers?

 

Answer:

 

 

📖 REMINDER: Identify the repeating group, find its sum, then calculate how many complete groups fit in 100 numbers and handle the remainder.

 


 

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