P3 Mathematics SA2 2019 — Henry Park

P3 Mathematics 2019 SA2 40 questions 80 marks

Source: Henry Park, 2019

This P3 Mathematics SA2 paper from Henry Park (2019) covers money, measurement, fractions, area and perimeter, geometry and angles and patterns and algebra across 40 questions worth 80 marks. Practise Mathematics the way it's tested at P3 level in Singapore, with step-by-step answers on LearnBuddy.

Q1 MCQ 1 mark
The value of the digit '7' in 8974 is ____________.
Q2 MCQ 1 mark 🖼 Visual
In the figure below, which angle is an acute angle?
Q3 MCQ 1 mark 🖼 Visual
What is the volume of water in the cylinder shown below?
Q4 MCQ 1 mark
Express 2 hours 19 minutes in minutes.
Q5 MCQ 1 mark 🖼 Visual
Which one of the following has 1/4 of the figure shaded?
Q6 MCQ 2 marks
What is 5 hundreds more than 4637?
Q7 MCQ 2 marks
Which one of the following numbers can be divided exactly by 6 and by 9?
Q8 MCQ 2 marks
Find the product of 234 and 5.
Q9 MCQ 2 marks 🖼 Visual
Johnny placed seven squares of the same size together to form a rectangle as shown below. Find the perimeter of the rectangle Johnny formed.
Q10 Open-ended 1 mark
Express 1270¢ in dollars and cents.
Q11 Open-ended 1 mark
Find an equivalent fraction of 4/7.
Q12 Open-ended 1 mark 🖼 Visual
The figure below is made of identical triangles. What fraction of the figure is shaded?
Q13 Open-ended 1 mark
Cup A contains 350 mℓ of water. Cup B contains 33 mℓ of water less than Cup A. What is the volume of water in Cup B?
Q14 Open-ended 1 mark
Mindy left home for school at 6.50 a.m. She arrived at school at 7.25 a.m. How long was the journey from home to school?
Q15 Open-ended 2 marks
Find the difference between 214 and 7053.
Q16 Open-ended 2 marks
What is the quotient and remainder when 109 is divided by 3?
Q17 Structured 2 marks 🖼 Visual
Using all the digits given below, 5, 2, 8, 3 a) form the smallest 4-digit number. b) form the greatest 4-digit odd number.
Q18 Open-ended 2 marks
Study the number pattern below. 3480 , 3560 , 3640 , 3720 , ? , 3880 What is the missing number in the box?
Q19 Open-ended 2 marks
Find the value of 1/12 + 7/12. Give your answer in its simplest form.
Q20 Open-ended 2 marks
What is the missing fraction in the box? 5/9 − ? = 1/3
Q21 Open-ended 2 marks 🖼 Visual
Arrange the fractions in order. Begin with the greatest. 3/4, 5/12, 1, 1/2 ____ (greatest), ____, ____, ____
Q22 Structured 2 marks
Write a) 408 cm in metres and centimetres b) 3 kg 56 g in grams
Q23 Open-ended 2 marks 🖼 Visual
The bar graph below shows the amount of money saved by four children. Find the total amount of money saved by the four children.
Q24 Open-ended 2 marks 🖼 Visual
Find the area of the square shown below.
Q25 Structured 2 marks 🖼 Visual
25a. The figure shown below is drawn on a 1-cm square grid. Find the area of the figure. 25b. In the square grid given below, draw a figure with an area of 11 cm².
Q26 Open-ended 2 marks
After spending $2840 on a television set, Janice was left with $579. How much money did Janice have at first?
Q27 Open-ended 2 marks
Mrs Chua bought 8 packets of sweets. In each packet, there were 6 sweets. She gave away 35 sweets to her friend. How many sweets had Mrs Chua left?
Q28 Open-ended 2 marks
John had some marbles. He put them equally into 8 bags. There were 19 marbles in each bag and 6 marbles left. How many marbles did John have at first?
Q29 Open-ended 2 marks
A table costs thrice as much as a chair. The table and the chair cost $432. What is the cost of the chair?
Q30 Open-ended 2 marks
Mother baked some muffins in the morning. She gave 24 of them to her neighbour. After that, she baked another 7 muffins in the afternoon. She then had 35 muffins. How many muffins did Mother bake in the morning?
Q31 Open-ended 2 marks 🖼 Visual
Siti arranges 6 cones at an equal distance apart. The distance between the first and the last cone is 120 m. What is the distance between each cone?
Q32 Open-ended 2 marks
The mass of a basket containing 7 identical coins is 790 g. The mass of the basket when it is empty is 650 g. Find the mass of 1 coin.
Q33 Open-ended 2 marks 🖼 Visual
The graph below shows the different types of fruits a group of students was given at a camp. Each child was given only one type of fruit. The bars showing the number of students who were given bananas and grapes were not drawn. There were a total of 300 students at the camp. The number of students who were given bananas and grapes were the same. How many students were given grapes?
Q34 Structured 2 marks 🖼 Visual
Students on a learning journey were put into two groups, Group A and Group B. There were 26 fewer students in Group A than in Group B. Each statement below is either True or False from the information given. For each statement, put a tick (✓) in the correct column. a) After 13 students from Group B joined Group A, there will be an equal number of students in both groups. b) The total number of students who went on the learning journey was an odd number.
Q35 Structured 4 marks
Jack has 114 pencils. Paul has 28 more pencils than Jack. Jack has twice as many pencils as Caleb. a) How many pencils does Paul have? [2 marks] b) How many pencils does Caleb have? [2 marks]
Q36 Structured 4 marks
Marie bought a school bag and a storybook for $64.75. The storybook cost $17.95. a) How much did the school bag cost? [2 marks] b) Marie gave the cashier $70. How much change did Marie receive? [2 marks]
Q37 Structured 4 marks
On Monday, Peter studied for 3 h 15 min. a) Given that Peter started studying at 2.30 p.m., what time did Peter finish studying on Monday? [2 marks] b) On Tuesday, Peter studied for 2 h 5 min. How much longer did Peter study on Monday than on Tuesday? [2 marks]
Q38 Open-ended 3 marks
Mrs Tan had 150 sweets at first. She gave 3 sweets to each of her student. She had 45 sweets left. How many students were there in Mrs Tan's class?
Q39 Open-ended 3 marks
Mr Tang bought 3 cartons of mango juice. In each carton, there were 8 bottles of mango juice. Each bottle contained 2ℓ of mango juice. How many litres of mango juice did Mr Tang buy altogether?
Q40 Structured 4 marks 🖼 Visual
At a carnival, children could earn points by playing games. The points earned could be used to exchange for prizes. The table below shows the number of points needed to exchange for each prize. a) Grace exchanged some of her points for a teddy bear and a water bottle. She then had 90 points left. How many points had she at first? [2 marks] b) Henry earned a total of 1000 points. He exchanged all his points for three different prizes. What were the three different prizes Henry exchanged his points for? [2 marks]

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