30070
Question
{{name}} works at a {{market}} market. A customer purchases the following:
- {{mass1}} grams of {{veg1}} at ${{cost1}} a kilogram.
- {{mass2}} grams of {{veg2}} at ${{cost2}} a kilogram.
- {{mass3}} grams of {{veg3}} at ${{cost3}} a kilogram.
The customer pays with a ${{note}} note. What is the correct change {{name}} must give the customer?
Worked Solution
|
|
| {{kg1}} × {{cost1}} |
= {{total1}} |
| {{kg2}} × {{cost2}} |
= {{total2}} |
| {{kg3}} × {{cost3}} |
= {{total3}} |
|
|
| ∴ Change |
= {{note}} − ({{total1}} + {{total2}} + {{total3}}) |
|
= {{correctAnswer}} |
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
Variant 0
DifficultyLevel
579
Question
Con works at a Fruit and Vegetable market. A customer purchases the following:
- 250 grams of grapes at $7 a kilogram.
- 300 grams of beans at $8 a kilogram.
- 750 grams of onions at $3 a kilogram.
The customer pays with a $20 note. What is the correct change Con must give the customer?
Worked Solution
|
|
| 0.25 × 7 |
= 1.75 |
| 0.3 × 8 |
= 2.40 |
| 0.75 × 3 |
= 2.25 |
|
|
| ∴ Change |
= 20 − (1.75 + 2.40 + 2.25) |
|
= $13.60 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| market | |
| mass1 | |
| veg1 | |
| cost1 | |
| mass2 | |
| veg2 | |
| cost2 | |
| mass3 | |
| veg3 | |
| cost3 | |
| note | |
| kg1 | |
| kg2 | |
| kg3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
579
Question
Alf works at a Farmers market. A customer purchases the following:
- 400 grams of lemons at $6 a kilogram.
- 500 grams of kiwi fruit at $9 a kilogram.
- 250 grams of tomatoes at $8 a kilogram.
The customer pays with a $50 note. What is the correct change Alf must give the customer?
Worked Solution
|
|
| 0.4 × 6 |
= 2.40 |
| 0.5 × 9 |
= 4.50 |
| 0.25 × 8 |
= 2.00 |
|
|
| ∴ Change |
= 50 − (2.40 + 4.50 + 2.00) |
|
= $41.10 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| market | |
| mass1 | |
| veg1 | |
| cost1 | |
| mass2 | |
| veg2 | |
| cost2 | |
| mass3 | |
| veg3 | |
| cost3 | |
| note | |
| kg1 | |
| kg2 | |
| kg3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
578
Question
Mimi works at a Fresh Produce market. A customer purchases the following:
- 600 grams of potatoes at $5 a kilogram.
- 250 grams of apples at $7 a kilogram.
- 300 grams of grapes at $6 a kilogram.
The customer pays with a $20 note. What is the correct change Mimi must give the customer?
Worked Solution
|
|
| 0.6 × 5 |
= 3.00 |
| 0.25 × 7 |
= 1.75 |
| 0.3 × 6 |
= 1.80 |
|
|
| ∴ Change |
= 20 − (3.00 + 1.75 + 1.80) |
|
= $13.45 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| market | |
| mass1 | |
| veg1 | |
| cost1 | |
| mass2 | |
| veg2 | |
| cost2 | |
| mass3 | |
| veg3 | |
| cost3 | |
| note | |
| kg1 | |
| kg2 | |
| kg3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
580
Question
Chloe works at a Fruit market. A customer purchases the following:
- 300 grams of passion fruit at $8 a kilogram.
- 750 grams of watermelon at $7 a kilogram.
- 500 grams of tomatoes at $5 a kilogram.
The customer pays with a $50 note. What is the correct change Chloe must give the customer?
Worked Solution
|
|
| 0.3 × 8 |
= 2.40 |
| 0.75 × 7 |
= 5.25 |
| 0.5 × 5 |
= 2.50 |
|
|
| ∴ Change |
= 50 − (2.40 + 5.25 + 2.50) |
|
= $39.85 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| market | |
| mass1 | |
| veg1 | |
| cost1 | |
| mass2 | |
| veg2 | |
| cost2 | |
| mass3 | |
| veg3 | |
| cost3 | |
| note | |
| kg1 | |
| kg2 | |
| kg3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
581
Question
Willy works at a Fruit market. A customer purchases the following:
- 250 grams of limes at $9 a kilogram.
- 400 grams of watermelon at $5 a kilogram.
- 600 grams of grapes at $7 a kilogram.
The customer pays with a $50 note. What is the correct change Willy must give the customer?
Worked Solution
|
|
| 0.25 × 9 |
= 2.25 |
| 0.4 × 5 |
= 2.00 |
| 0.6 × 7 |
= 4.20 |
|
|
| ∴ Change |
= 50 − (2.25 + 2.00 + 4.20) |
|
= $41.55 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| market | |
| mass1 | |
| veg1 | |
| cost1 | |
| mass2 | |
| veg2 | |
| cost2 | |
| mass3 | |
| veg3 | |
| cost3 | |
| note | |
| kg1 | |
| kg2 | |
| kg3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers