20222
Question
{{name}} budgets for the following expenses each week:
- ${{amt1}} for rent
- ${{amt2}} for {{expense1}}
- ${{amt3}} for food
- ${{amt4}} for {{expense2}}
If {{gender}} takes home ${{wage}} from work each week, how much can {{gender}} save in a fortnight?
Worked Solution
|
|
| Savings in 1 week |
= wage−(amt1+amt2+amt3+amt4) |
|
= ${{total}} |
|
|
| ∴ Savings in a fortnight |
= 2 × {{total}} |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
514
Question
Karen budgets for the following expenses each week:
- $395 for rent
- $45 for petrol
- $210 for food
- $35 for electricity
If she takes home $950 from work each week, how much can she save in a fortnight?
Worked Solution
|
|
| Savings in 1 week |
= 950−(395+45+210+35) |
|
= $265 |
|
|
| ∴ Savings in a fortnight |
= 2 × 265 |
|
= $530 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| amt1 | |
| amt2 | |
| expense1 | |
| amt3 | |
| amt4 | |
| expense2 | |
| wage | |
| gender | |
| total | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
516
Question
Tom budgets for the following expenses each week:
- $180 for rent
- $85 for utilities
- $225 for food
- $60 for transport
If he takes home $730 from work each week, how much can he save in a fortnight?
Worked Solution
|
|
| Savings in 1 week |
= 730−(180+85+225+60) |
|
= $180 |
|
|
| ∴ Savings in a fortnight |
= 2 × 180 |
|
= $360 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| amt1 | |
| amt2 | |
| expense1 | |
| amt3 | |
| amt4 | |
| expense2 | |
| wage | |
| gender | |
| total | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
515
Question
Ella budgets for the following expenses each week:
- $225 for rent
- $65 for taxis
- $130 for food
- $90 for utilities
If she takes home $615 from work each week, how much can she save in a fortnight?
Worked Solution
|
|
| Savings in 1 week |
= 615−(225+65+130+90) |
|
= $105 |
|
|
| ∴ Savings in a fortnight |
= 2 × 105 |
|
= $210 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| amt1 | |
| amt2 | |
| expense1 | |
| amt3 | |
| amt4 | |
| expense2 | |
| wage | |
| gender | |
| total | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
518
Question
Mia budgets for the following expenses each week:
- $205 for rent
- $35 for petrol
- $120 for food
- $115 for utilities
If she takes home $760 from work each week, how much can she save in a fortnight?
Worked Solution
|
|
| Savings in 1 week |
= 760−(205+35+120+115) |
|
= $285 |
|
|
| ∴ Savings in a fortnight |
= 2 × 285 |
|
= $570 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| amt1 | |
| amt2 | |
| expense1 | |
| amt3 | |
| amt4 | |
| expense2 | |
| wage | |
| gender | |
| total | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
519
Question
Dirk budgets for the following expenses each week:
- $165 for rent
- $55 for uber rides
- $190 for food
- $55 for electricity
If he takes home $580 from work each week, how much can he save in a fortnight?
Worked Solution
|
|
| Savings in 1 week |
= 580−(165+55+190+55) |
|
= $115 |
|
|
| ∴ Savings in a fortnight |
= 2 × 115 |
|
= $230 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| amt1 | |
| amt2 | |
| expense1 | |
| amt3 | |
| amt4 | |
| expense2 | |
| wage | |
| gender | |
| total | |
| correctAnswer | |
Answers