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Mastering Ratios Worksheet
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Mastering Ratios Worksheet
Simplify ratios by dividing every part by the same number. For equivalent ratios, multiply or divide every part by the same number. Show your working for problem-solving questions.
Understand and simplify ratios
1.Which ratio is 18:30 written in its simplest form?
- 3:5
- 5:3
- 6:10
- 9:15
2.Write 24:36 in simplest form.
3.Simplify each ratio fully: a) 21:35 b) 24:16:8 c) 42:18
4.Select every ratio equivalent to 6:9.
- 2:3
- 12:18
- 18:27
- 9:6
- 4:7
5.Fill in each missing number to make an equivalent ratio: a) 4:7 = 20: b) 9:5 = :20 c) 6:11 = 30:
6.Match each ratio to its simplest form.
- 16:24
- 15:20
- 28:12
- 25:40
- 3:4
- 5:8
- 2:3
- 7:3
Solve ratio problems
7.At a netball tournament, the ratio of players wearing blue bibs to players wearing yellow bibs is 3:5. There are 40 players altogether. How many wear each colour?
8.For a netball training drink, Nathan mixes cordial and water in the ratio 2:7. If he uses 18 litres of cordial, how many litres of water should he add?
9.A court marking plan has a length-to-width ratio of 7:4. If the court is 20 metres wide, what is its length?
10.Mere prepares snack packs for a tournament using crackers and fruit in the ratio 5:3. If she has 600 grams of crackers, how many grams of fruit are needed?
11.At a tournament, the ratio of spectators to players is 9:2. If 360 spectators attend, how many players are there?
12.A team travels 252 kilometres using 21 litres of petrol. Write the distance-to-petrol ratio in simplest form, then explain what the first number in that ratio represents.
13.Georgia says 14:21 and 2:3 are equivalent because both parts of 14:21 can be divided by 7. Is Georgia correct? Give a calculation to support your answer.
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