Starter quiz
- Select the ratios that are equivalent to 5 : 7.
- 7 : 5
- 6 : 8
- 12.5 : 17.5 ✓
- 15 : 21 ✓
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- Alex and Sofia share some money in the ratio 5 : 7. They share £420 in total. How much does Sofia get?
- £245 ✓
- £175
- £60
- £588
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- Alex and Sofia share some money in the ratio 5 : 7. Alex gets £420. How much does Sofia get?
- £588 ✓
- £245
- £175
- £300
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- Alex and Sofia share some money in the ratio 5 : 7. Sofia gets £420. How much did they share in total?
- £720 ✓
- £588
- £245
- £175
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- Alex and Sofia share some money in the ratio 5 : 7. Sofia gets £420 more than Alex. How much did Alex get?
- £1050 ✓
- £1470
- £720
- £175
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- Izzy, Laura and Jun share some money in the ratio of 7 : 3 : 2. Jun gets £60 less than Laura. How much does Izzy receive?
- £420 ✓
- £105
- £35
- £300
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Exit quiz
- There are only red and green sweets in a bag. If the ratio of red to green is 2 : 5 what fraction of the sweets in the bag are red?
- ✓
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- There are only cars or bikes in a car park. If 20% are bikes, what is the ratio of cars : bikes?
- 1 : 4
- 20 : 100
- 1 : 5
- 4 : 1 ✓
- 5 : 1
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- There are only red, yellow and green marbles in a bag. If are red, are yellow, write the ratio of red to yellow to green marbles.
- '3 : 1 : 2' ✓
- A bag of sweets contains red, yellow and green sweets. There are 180 sweets in the bag. 25% of them are red. The rest are yellow and green in the ratio 7 : 2 How many yellow sweets are there?
- '105' ✓
- Laura and Sofia share some money in the ratio 3 : 5 Laura gives of her money to Jacob. If Jacob gets £24, how much does Sofia get?
- '100' ✓
- Jacob, Andeep and Lucas receive some money. Jacob gets of the money. Andeep and Lucas share the rest in the ratio 5 : 2 What proportion of the prize money does Andeep get?
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- ✓
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Worksheet
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Lesson Details
Key learning points
- A multiplicative relationship can be described by a ratio.
- A multiplicative relationship can be described by a percentage.
- A multiplicative relationship can be described by a fraction.
- It is therefore possible to move between ratio, percentages and fractions.
Common misconception
Converting a ratio e.g. 1 : 3 to 1/3 as a fraction.
Drawing out simple ratios using bars can help pupils to see how fractions can correctly be obtained from a given ratio.
Keywords
Ratio - A ratio shows the relative sizes of 2 or more values and allows you to compare a part with another part in a whole
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