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11 Plus (11+) Maths Practice Test: Ratio (Difficult)
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11 Plus (11+) Maths Practice Test: Ratio (Medium)

11 Plus (11+) Maths Practice Test: Ratio (Difficult)
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25 Questions

1. What are the fractional parts of the ratio 2:9?
2. Anita, Bobby and Charles have been making bookmarks. They made 40 in all, in the ratio 7:8:5 respectively. How many bookmarks did each child make?
3. What are the fractional parts of the ratio 5:9:3?
4. How else can the ratio 1.5:2:1.2 be written?
5. Andrew, Beatrice and Clair earned £700 for a job. They shared it in the ratio 4:3:7 respectively. How much did each person get?
6. Granny gave Dave, Harry and Mary £600. If the money was shared out in the ratio 1:4:5 respectively, how much did each person get?
7. How else can the ratio 6:2.2:3.4 be written?
8. How else can the ratio 6:2.1 be written?
9. An antique music shop sold 450 items this week: vinyl records, CDs and audio tapes in the ratio 5:12:1 respectively. How many of each item were sold?
10. What are the fractional parts of the ratio 3:18 in their simplest form?
11. If 1,000 toy soldiers are divided into three parts, Alan gets 260, Brian gets 340 and Charles gets 400, what is this as the ratio A:B:C in its lowest form?
12. How else can the ratio 0.125:1.25:2.125 be written?
13. What are the fractional parts of the ratio 2:3:4?
14. What are the fractional parts of 7:4:11?
15. Three children, Amy, Brian and Chloe, raised £70 for charity, in the ratio 4:6:7.5 respectively. How much money did each child raise?
16. How else can the ratio 0.8:4.2:3.4 be written?
17. What are the fractional parts of the ratio 30:18 in their simplest form?
18. Arnold, Beth and Claire are saving their money. Arnold has £24, Beth has £12 and Claire has £32. What is the simplest ratio to express these amounts?
19. What are the fractional parts of 14:28:21?
20. Adam, Beth and Carla are stamp collectors. Adam has 44 stamps, Beth has 68 and Carla has 76. What is the simplest ratio to express these amounts?
21. How else can the ratio 7:1.5 be written?
22. The workload has to be shared out between three workers, A, B and C in the ratio 2:6:3 respectively. If the work consists of 1,100 units, how many units will each of the workers have to do?
23. What are the fraction parts of the ratio 3:5:6?
24. William, Anna and Terry all have their birthdays on the same day. If their ages are in the ratio 1:4:5 respectively, and their combined age is 140, how old are they?
25. How else can the ratio 4:1.2 be written?

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