30247
Question
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Worked Solution
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
Variant 0
DifficultyLevel
555
Question
The bar chart below shows the average cost of 1 gigabite (GB) of mobile data in 25 countries in 2020.
In how many countries is the cost of 1 GB of mobile data less than 10% of the average cost of all the countries?
Worked Solution
|
|
10% of the average cost |
= 6.64 × 0.10 |
|
= $0.664 per GB |
∴ There are 6 countries (Indonesia, China, Vietnam, Russia, Italy and India) where 1 GB of mobile data costs less than $0.66 per GB.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
part1 | The bar chart below shows the average cost of 1 gigabite (GB) of mobile data in 25 countries in 2020.
|
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q6_var0-1.svg 770 indent vpad |
part2 | In how many countries is the cost of 1 GB of mobile data less than 10% of the average cost of all the countries? |
solution1 |
| | |
| -------: | -- |
| 10% of the average cost | = 6.64 $\times$ 0.10 |
| | = $0.664 per GB|
$\therefore$ There are 6 countries (Indonesia, China, Vietnam, Russia, Italy and India) where 1 GB of mobile data costs less than $0.66 per GB.
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
556
Question
An international human rights group researched the average minimum wage per hour across numerous countries.
The results are recorded in the bar chart below.
In how many countries is the minimum wage per hour more than 50% greater than the average minimum wage?
Worked Solution
|
|
150% of average wage |
= 5.23 + 5.23 × 0.5 |
|
= 5.23 + 2.615 |
|
= 7.845 |
∴ There are 5 countries (Netherlands, France, Ireland, Luxembourg and Australia) with an average wage higher than $7.85.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
part1 | An international human rights group researched the average minimum wage per hour across numerous countries.
The results are recorded in the bar chart below. |
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q6_var1.svg 600 indent vpad |
part2 | In how many countries is the minimum wage per hour more than 50% greater than the average minimum wage? |
solution1 |
| | |
| -------: | -- |
| 150% of average wage | = 5.23 + 5.23 $\times$ 0.5 |
| | = 5.23 + 2.615 |
| | = 7.845 |
$\therefore$ There are 5 countries (Netherlands, France, Ireland, Luxembourg and Australia) with an average wage higher than $7.85.
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
556
Question
A think tank's research gathered data on the average minimum wage per hour across a number of countries.
The results are recorded in the bar chart below.
In how many countries is the minimum wage per hour less than 50% of the average minimum wage?
Worked Solution
|
|
50% of average cost |
= 5.23 × 0.50 |
|
= $2.615 |
∴ There are 5 countries (Hungary, Estonia, Chile, Latvia and Mexico) that have a minimum wage less than $2.62.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
part1 | A think tank's research gathered data on the average minimum wage per hour across a number of countries.
The results are recorded in the bar chart below. |
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q6_var2.svg 600 indent3 vpad |
part2 | In how many countries is the minimum wage per hour less than 50% of the average minimum wage? |
solution1 |
| | |
| -------: | -- |
| 50% of average cost | = 5.23 $\times$ 0.50 |
| | = $2.615 |
$\therefore$ There are 5 countries (Hungary, Estonia, Chile, Latvia and Mexico) that have a minimum wage less than $2.62.
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
556
Question
An insurance company researched the average life expectancy in a number of countries.
The results are recorded in the bar chart below.
In how many countries is the life expectancy more than 1% greater than the average of the listed countries?
Worked Solution
|
|
101% of average life |
= 82.6 + 82.6 × 0.01 |
|
= 82.6 + 0.826 |
|
= 83.426 |
∴ There is only 1 country (Japan) that has life expectancy greater than 83.426.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
part1 | An insurance company researched the average life expectancy in a number of countries.
The results are recorded in the bar chart below. |
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q6_var3.svg 770 indent vpad |
part2 | In how many countries is the life expectancy more than 1% greater than the average of the listed countries? |
solution1 |
| | |
| -------: | -- |
| 101% of average life | = 82.6 + 82.6 $\times$ 0.01 |
| | = 82.6 + 0.826|
| | = 83.426 |
$\therefore$ There is only 1 country (Japan) that has life expectancy greater than 83.426.
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
556
Question
The Bill Gates Foundation is researching the 2020 population of a number of selected countries.
The results are recorded in the bar chart below.
In how many countries is the population more than 50% greater than the average of the selected countries?
Worked Solution
Calculating in millions for simplicity:
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|
150% of average population |
≈ 147 + 147 × 0.5 |
|
≈ 147 + 73.5 |
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≈ 220.5 million |
∴ There are 3 countries (United States, Indonesia and Pakistan) that have a population more than 220.5 million.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
part1 | The Bill Gates Foundation is researching the 2020 population of a number of selected countries.
The results are recorded in the bar chart below. |
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q6_var4.svg 350 indent3 vpad |
part2 | In how many countries is the population more than 50% greater than the average of the selected countries? |
solution1 | sm_nogap Calculating in millions for simplicity:
| | |
| -------: | -- |
| 150% of average population | $\approx$ 147 + 147 $\times$ 0.5 |
| | $\approx$ 147 + 73.5 |
| | $\approx$ 220.5 million |
$\therefore$ There are 3 countries (United States, Indonesia and Pakistan) that have a population more than 220.5 million.
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correctAnswer | |
Answers