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Primary 6 PSLE Mathematics Addition Subtraction Quiz
Free P6 PSLE Maths Addition Subtraction quiz, AI version, with questions, answers, and PSLE-focused practice for Singapore students.
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Primary 6 PSLE Mathematics Quiz - Addition Subtraction (Answer Key)
Total Marks: 40
Section A: Multiple Choice (5 × 1 mark = 5 marks)
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Answer: (B) 691 356 Explanation: Adding 456 789 and 234 567: 456 789 + 234 567 = 691 356. (1 mark) Common mistake: Forgetting to carry over. E.g., 6+7=13, carry 1.
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Answer: (A) 6 245 Explanation: Total eggs used = 3 456 + 2 789 = 6 245. (1 mark) Common mistake: Subtracting instead of adding.
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Answer: (A) 41 548 Explanation: Difference = 80 000 - 38 452 = 41 548. (1 mark)
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Answer: (A) 2 543 211 Explanation: 5 000 000 - 2 456 789 = 2 543 211. (1 mark) Common mistake: Misaligning digits when subtracting.
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Answer: (B) 46 220 Explanation: Difference = 435 670 - 389 450 = 46 220. (1 mark)
Section B: Short Answer (10 × 2 marks = 20 marks)
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Answer: $8 220 Explanation:
- June: $2 500
- July: 350 = $2 850
- August: 180 = $2 670
- Total: 2 850 + 8 220 (1 mark for July, 1 mark for total) Key concept: Step-by-step addition and subtraction following the problem's timeline.
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Answer: (a) 570; (b) 2 780 Explanation:
- (a) More chickens than geese: 1 250 - 680 = 570 (1 mark)
- (b) Total farm birds: 1 250 + 850 + 680 = 2 780 (1 mark)
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Answer: 26 kg Explanation:
- Let the mass of the bag of rice be R kg. The mass of the bag of flour is (R - 7) kg.
- R + (R - 7) = 45
- 2R - 7 = 45
- 2R = 52
- R = 26
- The bag of rice weighs 26 kg. (2 marks for correct answer, 1 mark for correct method) Key concept: Using the 'total and difference' method: Larger number = (Sum + Difference) ÷ 2. Here, (45 + 7) ÷ 2 = 52 ÷ 2 = 26.
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Answer: 27 036 Explanation: 12 345 + 23 456 = 35 801. Then, 35 801 - 8 765 = 27 036. (2 marks) Key concept: Follow the order of operations (addition then subtraction, left to right).
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Answer: 80 Explanation:
- Number of girls: 2 430 - 1 255 = 1 175
- More boys than girls: 1 255 - 1 175 = 80 (2 marks) Common mistake: Forgetting to find the number of girls first.
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Answer: 970 Explanation: Total given away: 1 250 + 980 = 2 230. Stamps left: 3 200 - 2 230 = 970. (2 marks)
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Answer: 6 630 Explanation: Larger number = Sum - Smaller number = 9 876 - 3 246 = 6 630. (2 marks) Key concept: Understanding the relationship between parts and whole in addition.
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Answer: 4 360 Explanation:
- Total sold: 4 350 + 3 890 = 8 240
- Bottles left: 12 600 - 8 240 = 4 360 (2 marks)
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Answer: 41 479 Explanation:
- The number is 23 456 + 5 678 = 29 134
- Sum of this number and 12 345: 29 134 + 12 345 = 41 479 (2 marks)
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Answer: 30 369 Explanation:
- Sum: 45 678 + 23 456 = 69 134
- Difference: 69 134 - 38 765 = 30 369 (2 marks)
Section C: Problem Solving (3 × 3 marks + 2 × 4 marks = 15 marks)
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Answer: 19.25 m Explanation:
- Total cloth used: 18.45 + 12.3 = 30.75 m (1 mark for method)
- Cloth left: 50 - 30.75 = 19.25 m (1 mark for correct calculation)
- Final answer: 19.25 m (1 mark) Key concept: Addition of decimals (align decimal points) followed by subtraction.
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Answer: 43 passengers Explanation:
- After first stop: 45 + 12 - 7 = 50 passengers (1 mark)
- After second stop: 50 + 8 - 15 = 43 passengers (1 mark)
- Final answer: 43 passengers (1 mark) Key concept: Sequential addition and subtraction representing boarding and alighting.
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Answer: 215 oranges Explanation:
- Total oranges bought: 4 × 125 = 500 oranges (1 mark for method)
- Oranges sold and rotten: 238 + 47 = 285 oranges (1 mark for method)
- Oranges thrown away: 500 - 285 = 215 oranges (1 mark for final answer) Key concept: Multi-step problem involving multiplication, addition, and subtraction.
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Answer: 160 children Explanation:
- Let the number of boys at first be B.
- Number of girls at first: B + 40
- After 15 boys left, boys left = B - 15.
- According to the problem: (B + 40) = 2 × (B - 15) (1 mark for equation)
- Solving: B + 40 = 2B - 30
- 40 + 30 = 2B - B
- B = 70 (1 mark for solving)
- Boys at first = 70, Girls at first = 70 + 40 = 110
- Total children at first = 70 + 110 = 160 (1 mark for total)
- Final answer: 160 children (1 mark) Key concept: Solving a word problem using a simple algebraic equation or bar model. The model shows a clear 'before and after' relationship.
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Answer: 7 880 seats Explanation:
- Tickets sold on Sunday: 28 460 + 5 200 = 33 660 (1 mark)
- Total tickets sold: 28 460 + 33 660 = 62 120 (1 mark)
- Total capacity over 2 days: 35 000 + 35 000 = 70 000 (1 mark)
- Empty seats: 70 000 - 62 120 = 7 880 (1 mark) Key concept: Understanding the problem asks for the total number of empty seats over two days, not just the single-day difference. Requires finding the total capacity and total tickets sold.
