Primary 3 Mathematics Weighted Assessment 3 (Term 3) Paper 5

TUITIONGOWHERE PRIMARY SCHOOL (AI)

WEIGHTED ASSESSMENT 3 EXAMINATION 2026

PRIMARY 3 MATHEMATICS (Version 5)

Duration: 45 minutes
Total Marks: 50

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INSTRUCTIONS TO STUDENTS

1. Do not turn over this page until you are told to do so.
2. Answer all questions.
3. Write your answers clearly in the spaces provided.
4. You are not allowed to use a calculator.
5. Show all working clearly.

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Name: _________________________ ( )
Class: Primary 3 ( )
Date: _________________________

Section	Marks
A (MCQ)	/15
B (Short Answer)	/20
C (Word Problems)	/15
Total	/50

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Section A: Multiple Choice Questions (15 marks)

For each question, four options are given. One of them is the correct answer. Choose the best answer and write 1, 2, 3 or 4 in the brackets.

1. What is 9 × 9? (1 mark)

1. 72
2. 81
3. 90
4. 99

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2. An angle measuring 180° is called a(n): (1 mark)

1. Acute angle
2. Right angle
3. Obtuse angle
4. Straight angle

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3. What is 6 × 4? (1 mark)

1. 20
2. 24
3. 28
4. 30

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4. Which of these is NOT an acute angle? (1 mark)

1. 30°
2. 60°
3. 89°
4. 92°

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5. What is 63 ÷ 9? (1 mark)

1. 6
2. 7
3. 8
4. 9

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6. What is 6/7 - 4/7? (1 mark)

1. 2/14
2. 2/7
3. 10/7
4. 4/7

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7. Which of these fractions is NOT in simplest form? (1 mark)

1. 2/3
2. 4/7
3. 6/8
4. 5/9

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8. A door opened wide against a wall forms what type of angle? (1 mark)

1. Acute angle
2. Right angle
3. Obtuse angle
4. Straight angle

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9. What is 3 × 7? (1 mark)

1. 18
2. 21
3. 24
4. 27

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10. In a bar graph, the bar for 'Red' is 6 units high. If each unit = 5 items, how many red items are there? (1 mark)

1. 11
2. 25
3. 30
4. 35

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11. What is the perimeter of a square with side 9 cm? (1 mark)

1. 18 cm
2. 27 cm
3. 36 cm
4. 81 cm

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12. What is 38.25 + 17.90? (1 mark)

1. 55.15
2. 56.05
3. 56.15
4. 57.15

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13. Three-quarters of a full turn is equal to how many degrees? (1 mark)

1. 90°
2. 180°
3. 270°
4. 360°

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14. What is 4 × 7? (1 mark)

1. 24
2. 28
3. 32
4. 35

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15. How many right angles are there in a square? (1 mark)

1. 2
2. 3
3. 4
4. 8

( )

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Section B: Short Answer Questions (20 marks)

16. Complete the times tables: (4 marks)

a) 7 × 5 = _____ (1 mark)

b) 9 × 6 = _____ (1 mark)

c) 8 × 4 = _____ (1 mark)

d) 6 × 6 = _____ (1 mark)

17. Identify the type of each angle: (4 marks)

a) 15°: _______________ (1 mark)

b) 145°: _______________ (1 mark)

c) 90°: _______________ (1 mark)

d) 180°: _______________ (1 mark)

18. Work out these calculations: (4 marks)

a) 5/12 + 3/12 = _____ (1 mark)

b) 9/10 - 6/10 = _____ (1 mark)

c) Express 8/12 in simplest form = _____ (1 mark)

d) Express 6/10 in simplest form = _____ (1 mark)

19. Multiplication and division problems: (4 marks)

a) 11 × 7 = _____ (1 mark)

b) 12 × 8 = _____ (1 mark)

c) 81 ÷ 9 = _____ (1 mark)

d) 56 ÷ 8 = _____ (1 mark)

20. Convert these measurements: (4 marks)

a) $55.60 +$34.40 = $ _____ (1 mark)

b) $75.00 -$28.35 = $ _____ (1 mark)

c) 6 m 35 cm = _____ cm (1 mark)

d) 4 hours 10 minutes = _____ minutes (1 mark)

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Section C: Word Problems (15 marks)

21. Amir is measuring angles in different places: (3 marks)

• The hands of a clock at 3 o'clock: 90°
• A slice of pizza: 40°
• The angle of a ramp: 160°

Name the type of each angle.

Clock hands: ________________ (1 mark) Pizza slice: ________________ (1 mark)
Ramp angle: ________________ (1 mark)

22. A car park has 6 rows. Each row can fit 9 cars. If there are already 47 cars parked, how many more cars can fit in the car park? (4 marks)

Working:

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Answer: _________________________________

23. The table shows how students travel to school: (4 marks)

Transport	Students
Walk	14
Bus	18
Car	9
Bicycle	7

How many students are there in total?

Working:

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How many more students take the bus than ride a bicycle?

Answer: Total = _____ students, Difference = _____ students

24. Maya buys 8/10 of a metre of cloth. She uses 5/10 of a metre to make a bag. What fraction of a metre does she have left? Express your answer in simplest form. (4 marks)

Working:

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Answer: _________________________________

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~ End of Paper ~

TUITIONGOWHERE PRIMARY SCHOOL (AI)

WEIGHTED ASSESSMENT 3 EXAMINATION 2026 - ANSWER KEY

PRIMARY 3 MATHEMATICS (Version 5)

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Section A: Multiple Choice Questions (15 marks)

1. What is 9 × 9? (1 mark) Answer: 2. 81 9 × 9 = 81

2. An angle measuring 180° is called a(n): (1 mark) Answer: 4. Straight angle A straight angle is exactly 180°

3. What is 6 × 4? (1 mark) Answer: 2. 24 6 × 4 = 24

4. Which of these is NOT an acute angle? (1 mark) Answer: 4. 92° An acute angle is less than 90°. 92° is greater than 90° (obtuse)

5. What is 63 ÷ 9? (1 mark) Answer: 2. 7 63 ÷ 9 = 7

6. What is 6/7 - 4/7? (1 mark) Answer: 2. 2/7 Subtract numerators: 6 - 4 = 2. Keep denominator: 2/7

7. Which of these fractions is NOT in simplest form? (1 mark) Answer: 3. 6/8 6/8 can be simplified to 3/4. The others are already in simplest form

8. A door opened wide against a wall forms what type of angle? (1 mark) Answer: 4. Straight angle A door fully opened against a wall forms 180° (straight angle)

9. What is 3 × 7? (1 mark) Answer: 2. 21 3 × 7 = 21

10. In a bar graph, the bar for 'Red' is 6 units high. If each unit = 5 items, how many red items are there? (1 mark) Answer: 3. 30 6 × 5 = 30 items

11. What is the perimeter of a square with side 9 cm? (1 mark) Answer: 3. 36 cm Perimeter = 4 × side = 4 × 9 = 36 cm

12. What is 38.25 + 17.90? (1 mark) Answer: 3. 56.15 38.25 + 17.90 = 56.15

13. Three-quarters of a full turn is equal to how many degrees? (1 mark) Answer: 3. 270° A full turn is 360°, so 3/4 turn is 360 × 3/4 = 270°

14. What is 4 × 7? (1 mark) Answer: 2. 28 4 × 7 = 28

15. How many right angles are there in a square? (1 mark) Answer: 3. 4 A square has 4 corners, each is a right angle (90°)

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Section B: Short Answer Questions (20 marks)

16. Complete the times tables: (4 marks)

a) 7 × 5 = 35 (1 mark)

b) 9 × 6 = 54 (1 mark)

c) 8 × 4 = 32 (1 mark)

d) 6 × 6 = 36 (1 mark)

17. Identify the type of each angle: (4 marks)

a) 15°: Acute angle (1 mark) 15° is less than 90°

b) 145°: Obtuse angle (1 mark) 145° is between 90° and 180°

c) 90°: Right angle (1 mark) 90° is exactly a right angle

d) 180°: Straight angle (1 mark) 180° is a straight angle

18. Work out these calculations: (4 marks)

a) 5/12 + 3/12 = 8/12 or 2/3 (1 mark) Add numerators: 5 + 3 = 8. Keep denominator: 8/12 = 2/3

b) 9/10 - 6/10 = 3/10 (1 mark) Subtract numerators: 9 - 6 = 3. Keep denominator: 3/10

c) Express 8/12 in simplest form = 2/3 (1 mark) Divide both by 4: 8÷4 = 2, 12÷4 = 3

d) Express 6/10 in simplest form = 3/5 (1 mark) Divide both by 2: 6÷2 = 3, 10÷2 = 5

19. Multiplication and division problems: (4 marks)

a) 11 × 7 = 77 (1 mark)

b) 12 × 8 = 96 (1 mark)

c) 81 ÷ 9 = 9 (1 mark)

d) 56 ÷ 8 = 7 (1 mark)

20. Convert these measurements: (4 marks)

a) $55.60 +$34.40 = $90.00 (1 mark)

b) $75.00 -$28.35 = $46.65 (1 mark)

c) 6 m 35 cm = 635 cm (1 mark) 6 m = 600 cm. Total: 600 + 35 = 635 cm

d) 4 hours 10 minutes = 250 minutes (1 mark) 4 hours = 240 minutes. Total: 240 + 10 = 250 minutes

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Section C: Word Problems (15 marks)

21. Amir is measuring angles in different places: (3 marks)

Clock hands: Right angle (1 mark) 90° is a right angle

Pizza slice: Acute angle (1 mark) 40° is less than 90°

Ramp angle: Obtuse angle (1 mark) 160° is between 90° and 180°

22. A car park has 6 rows. Each row can fit 9 cars. If there are already 47 cars parked, how many more cars can fit in the car park? (4 marks)

Working: Total capacity = 6 × 9 = 54 cars (2 marks) Cars that can still fit = 54 - 47 = 7 cars (1 mark)

Answer: 7 more cars (1 mark)

23. The table shows how students travel to school: (4 marks)

Working: Total = 14 + 18 + 9 + 7 = 48 students (1 mark) Bus = 18, Bicycle = 7 (1 mark) Difference = 18 - 7 = 11 students (1 mark)

Answer: Total = 48 students, Difference = 11 students (1 mark)

24. Maya buys 8/10 of a metre of cloth. She uses 5/10 of a metre to make a bag. What fraction of a metre does she have left? Express your answer in simplest form. (4 marks)

Working: Cloth Maya buys = 8/10 m (1 mark) Cloth used = 5/10 m (1 mark) Cloth left = 8/10 - 5/10 = 3/10 (1 mark)

Answer: 3/10 of a metre (1 mark) (3/10 is already in simplest form as 3 and 10 share no common factors)

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Total: 50 marks

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Marking Scheme Summary:

• Section A (MCQ): 15 marks (1 mark each)
• Section B (Short Answer): 20 marks
• Section C (Word Problems): 15 marks
• Total: 50 marks

Grade Boundaries:

• 45-50: Excellent
• 38-44: Very Good
• 30-37: Good
• 25-29: Satisfactory
• Below 25: Needs Improvement

Key Topics Covered (WA3):

• Angles: Classification (acute, right, obtuse, straight), angle measurement, turns
• Times Tables: Complete mastery of 2-10 tables, extending to 11-12
• Fractions: Addition, subtraction, equivalence, simplest form
• Time: Duration calculations, time conversions
• Measurement: Length, money conversions
• Geometry: Perimeter, area, angles in shapes
• Data: Tables, bar graphs, data interpretation
• Problem Solving: Multi-step word problems