30143
Question
{{name}}'s credit card gives {{gender}} a breakdown of {{gender}} credit card purchases, by category, every month.
The pie chart below shows {{gender}} expenditure in June.
{{image}}
What percentage of {{gender}} total credit card bill did {{name}} spend on {{category1}} in June?
Worked Solution
{{category1}} and {{category2}} ≈ {{percent}} of total pie
|
|
{{category1}} |
≈ {{frac}} × {{percent}} |
|
≈ {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
519
Question
Penelope's credit card gives her a breakdown of her credit card purchases, by category, every month.
The pie chart below shows her expenditure in June.
What percentage of her total credit card bill did Penelope spend on Food in June?
Worked Solution
Food and Clothes ≈ 25% of total pie
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Food |
≈ 31 × 25% |
|
≈ 8% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
gender | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q34var1.svg 365 indent3 vpad |
category1 | |
category2 | |
percent | |
frac | |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
519
Question
Clarissa's credit card gives her a breakdown of her credit card purchases, by category, every month.
The pie chart below shows her expenditure in June.
What percentage of her total credit card bill did Clarissa spend on Clothes in June?
Worked Solution
Clothes and Transport ≈ 25% of total pie
|
|
Clothes |
≈ 32 × 25% |
|
≈ 16% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
gender | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q34var2.svg 365 indent3 vpad |
category1 | |
category2 | |
percent | |
frac | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
519
Question
Kate's credit card gives her a breakdown of her credit card purchases, by category, every month.
The pie chart below shows her expenditure in June.
What percentage of her total credit card bill did Kate spend on Pets in June?
Worked Solution
Pets and Food ≈ 33% of total pie
|
|
Pets |
≈ 21 × 33% |
|
≈ 17% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
gender | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q34var3.svg 365 indent vpad |
category1 | |
category2 | |
percent | |
frac | |
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
519
Question
Gloria's credit card gives her a breakdown of her credit card purchases, by category, every month.
The pie chart below shows her expenditure in June.
What percentage of her total credit card bill did Gloria spend on Fuel in June?
Worked Solution
Fuel and Pets and Rent ≈ 50% of total pie
|
|
Fuel |
≈ 31 × 50% |
|
≈ 17% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
gender | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q34var4.svg 365 indent3 vpad |
category1 | |
category2 | |
percent | |
frac | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
519
Question
Jane's credit card gives her a breakdown of her credit card purchases, by category, every month.
The pie chart below shows her expenditure in June.
What percentage of her total credit card bill did Jane spend on Gifts in June?
Worked Solution
Gifts and Vet ≈ 25% of total pie
|
|
Gifts |
≈ 21 × 25% |
|
≈ 13% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
gender | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q34var5.svg 365 indent3 vpad |
category1 | |
category2 | |
percent | |
frac | |
correctAnswer | |
Answers