Simplifying Ratios Pixel Picture ( Editable Word | PDF | Answers )
Simplifying Ratios Odd One Out ( Editable Word | PDF | Answers )
Equivalent Ratios Match-Up ( Editable Word | PDF | Answers )
Working with Ratio Practice Strips ( Editable Word | PDF | Answers )
Dividing in a Ratio Practice Strips ( Editable Word | PDF | Answers )
Dividing in a Ratio Fill in the Blanks ( Editable Word | PDF | Answers )
Dividing in a Ratio Crack the Code ( Editable Word | PDF | Answers )
Combining Ratios Practice Strips ( Editable Word | PDF | Answers )
Sharing and Combining Ratios Practice Strips ( Editable Word | PDF | Answers )
Solving Ratio Problems Practice Strips ( Editable Word | PDF | Answers )
Solving Ratio Problems Practice Grid ( Editable Word | PDF | Answers )
Harder Ratio Problems Practice Strips ( Editable Word | PDF | Answers )
Fractions and Ratio Worded Problems Practice Strips ( Editable Word | PDF | Answers )
Unitary Method Practice Strips ( Editable Word | PDF | Answers )
Unitary Method Match-Up ( Editable Word | PDF | Answers )
Best Buys Practice Strips ( Editable Word | PDF | Answers )
Currency Conversions Practice Strips ( Editable Word | PDF | Answers )
Proportion Worded Problems Practice Strips ( Editable Word | PDF | Answers )
Proportion Worded Problems Practice Grid ( Editable Word | PDF | Answers )
Mixed Ratio and Proportion Revision Practice Grid ( Editable Word | PDF | Answers )
common problems
Ratio Problem Solving Exam Questions
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Help your students to prepare for the GCSE maths exam with these exam style Ratio and Proportion questions on ratio problem solving. Suitable for Edexcel, AQA and OCR.
- Topic specific exam questions modelled on real life GCSE maths papers
- Detailed mark schemes and answers are included
- Covers a variety of exam question types on ratio problem solving
- Matched to Edexcel, AQA and OCR exam boards and suitable for others
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Hard ratio problems New GCSE 9-1
Subject: Mathematics
Age range: 14-16
Resource type: Other
Last updated
18 March 2018
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charlotteTESsilver
Great! Please can the answers to the three way ratios amber & red be uploaded? It only has green answers from what I can see!
Empty reply does not make any sense for the end user
Thank you - brilliant challenges.
Great resource and used to challenge my higher maths enthusiasts
Very useful. Thanks
Great resources and worksheets with answers- would be lovely if you could provide PPT aswell as not every school has flipchart
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Sharing between a Ratio. Example 1: Abbie and Ben share £120 in the ratio 2:1. Work out how much each of them get. The first step is to work out how many equal parts there are. The ratio is 2:1 so there are 3 (2 + 1) equal parts. We now need to work out how much each of the parts is worth. We divide the £120 between the 3 parts.
game was a win, a draw or a loss. The ratio of the games they won to the games they did not win was 9:7 The ratio of games they lo. games they did not lose was 1:7. Given the team played less than 50 games, work out the highes. amount of games they could have won.9 The points A, B, C. line.AB:BD =.
Harder GCSE ratio problem questions including combining ratios, converting ratios to fractions solving problems using ratio. For the full list of videos and ...
The new 9-1 GCSE Maths questions for ratio problems have changed to become more challenging for students over the years. This lesson shows you how to answer ...
36 litres = 3 parts. Divide both sides by 3. 12 litres = 1 part. The ratio was 3 : 2. Find the volume of white paint, 2 parts. 2 × 12 = 24. 24 litres of white paint. In total there are 5 parts, so the total volume of paint will be. 5 × 12 = 60.
Previous: Percentages of an Amount (Non Calculator) Practice Questions Next: Rotations Practice Questions GCSE Revision Cards
15 Ratio Questions And Practice Problems (KS3 & KS4): Harder GCSE Exam Style Questions Included. Ratio questions appear throughout KS3 and KS4 building on what students have learnt in primary school. Here we provide a range of ratio questions and practice problems of varying complexity to use with your own students in class or as inspiration ...
5-a-day Further Maths; More. ... Books; Ratio: Problem Solving Textbook Exercise. Click here for Questions. Textbook Exercise. Previous: Ratio: Difference Between Textbook Exercise. Next: Reflections Textbook Exercise. GCSE Revision Cards. 5-a-day Workbooks. Primary Study Cards.
3 of the counters are red. 8. The other counters are yellow and white in the ratio 1:4. Work out how many counters of each colour there are. Question 10: The sizes of the interior angles of a pentagon are in the ratio 1:2:5:5:7 Calculate the size of the largest. Question 11: Jack is 10 years old.
The ratio of the number of boys it sent to the number of girls it sent was 1 : 2 The other 4 schools sent only girls. Each of the 5 schools sent the same number of students. Work out the total number of students sent to the conference by these 5 schools. ..... ( 4 marks) 12. Pat and Julie share some money in the ratio 2 : 5 Julie gets £45 more ...
Learn how to solve problems involving ratio and proportion with Dr Austin Maths, a website that provides free and editable resources for maths teachers and students. You can also find topics such as equations, inequalities, graphs, calculus and statistics on the website.
Subject: Mathematics. Age range: 14-16. Resource type: Worksheet/Activity. File previews. docx, 18.26 KB. Ratio problems that involve a bit of thinking, such as combining ratios. Perfect for practice for the new GCSE. Creative Commons "Sharealike". See more.
Practise solving ratio problems and explore the different forms they take with BBC Bitesize Maths. For students between the ages of 11 and 14.
Q6. The angles b b and c c in the triangle below are in ratio 8:3. Given that angle c c is 45 degrees smaller than angle b b, work out angle a a. go. (3 marks) Show me the answer. Q7. A factory produces packs of large, medium and small candles in ratio 10:5:7. Large candles are sold in packs of 6, medium candles in packs of 4 and small candles ...
Sharing between a Ratio. Example 1: Abbie and Ben share £120 in the ratio 2:1. Work out how much each of them get. The first step is to work out how many equal parts there are. The ratio is 2:1 so there are 3 (2 + 1) equal parts. We now need to work out how much each of the parts is worth. We divide the £120 between the 3 parts.
Model Answers. 1 2 marks. A pattern of tiles is being created in a bathroom, consisting of black and white tiles. of the tiles are black. (i) Write down the ratio of white tiles to black tiles. [1] (ii) There is a total of 42 tiles.
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Help your students to prepare for the GCSE maths exam with these exam style Ratio and Proportion questions on ratio problem solving. Suitable for Edexcel, AQA and OCR. Topic specific exam questions modelled on real life GCSE maths papers. Detailed mark schemes and answers are included. Covers a variety of exam question types on ratio problem ...
Share 60 in the ratio 1:5. A gets 10, find out how much B gets. C gets 60, find out how much D gets. E gets 22.80, find out how much F gets. G gets 6.80, find out how much H gets. Question Page on the topic of sharing in a given ratio.
You can cross-multiply to solve ratios. A more efficient way to solve equivalent ratios is by cross-multiplying. Consider the short-haired versus long-haired problem above. You can write the ratios as fractions instead. 2:3 can be written as 2/3. 12:x can be written as [ggfrac]12/x[/ggfrac].
Hard. Very Hard. Model Answers. 1 2 marks. In a box of pens, there are. three times as many red pens as green pens. and two times as many green pens as blue pens. For the pens in the box, write down. the ratio of the number of red pens to the number of green pens to the number of blue pens.
Ratio Fraction Problems Name: _____ Instructions • Use black ink or ball-point pen. • Answer all questions. • Answer the questions in the spaces provided - there may be more space than you need. • Diagrams ... The ratio of blue sweets to red sweets to green sweets is 6:9:4
flipchart, 190.92 KB. Included is: An Active Inspire presentation with examples and Challenge Exam question (created by myself) Two worksheets on three way ratios that I found. The second one is really challenging. Answers included. A worksheet on equivalent ratios with algebra (created by myself). Answers included.