30048
Question
{{name}} is a courier and is paid ${{pay1}} for every {{item1}} items he delivers. He receives an extra ${{pay2}} per day if the temperature exceeds 36°C.
On a day with a maximum temperature of {{temp}}°C, {{name}} delivers {{item2}} items.
How much should he be paid?
Worked Solution
Cost of {{item1}} items = ${{pay1}}
Cost of {{item2}} items = {{pay1}} × {{frac}} =
${{total1}}
|
|
| ∴ Total pay |
= {{total1}} + {{pay2}} |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
525
Question
Murray is a courier and is paid $48 for every 10 items he delivers. He receives an extra $15 per day if the temperature exceeds 36°C.
On a day with a maximum temperature of 39°C, Murray delivers 15 items.
How much should he be paid?
Worked Solution
Cost of 10 items = $48
Cost of 15 items = 48 × 121 =
$72
|
|
| ∴ Total pay |
= 72 + 15 |
|
= $87 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| pay1 | |
| item1 | |
| pay2 | |
| temp | |
| item2 | |
| frac | |
| total1 | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
525
Question
Marty is a courier and is paid $36 for every 8 items he delivers. He receives an extra $13 per day if the temperature exceeds 36°C.
On a day with a maximum temperature of 41°C, Marty delivers 12 items.
How much should he be paid?
Worked Solution
Cost of 8 items = $36
Cost of 12 items = 36 × 121 =
$54
|
|
| ∴ Total pay |
= 54 + 13 |
|
= $67 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| pay1 | |
| item1 | |
| pay2 | |
| temp | |
| item2 | |
| frac | |
| total1 | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
525
Question
Jose is a courier and is paid $32 for every 12 items he delivers. He receives an extra $11 per day if the temperature exceeds 36°C.
On a day with a maximum temperature of 43°C, Jose delivers 18 items.
How much should he be paid?
Worked Solution
Cost of 12 items = $32
Cost of 18 items = 32 × 121 =
$48
|
|
| ∴ Total pay |
= 48 + 11 |
|
= $59 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| pay1 | |
| item1 | |
| pay2 | |
| temp | |
| item2 | |
| frac | |
| total1 | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
532
Question
Tex is a courier and is paid $28 for every 12 items he delivers. He receives an extra $9 per day if the temperature exceeds 36°C.
On a day with a maximum temperature of 37°C, Tex delivers 30 items.
How much should he be paid?
Worked Solution
Cost of 12 items = $28
Cost of 30 items = 28 × 221 =
$70
|
|
| ∴ Total pay |
= 70 + 9 |
|
= $79 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| pay1 | |
| item1 | |
| pay2 | |
| temp | |
| item2 | |
| frac | |
| total1 | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
525
Question
Kevin is a courier and is paid $42 for every 8 items he delivers. He receives an extra $17 per day if the temperature exceeds 36°C.
On a day with a maximum temperature of 44°C, Kevin delivers 12 items.
How much should he be paid?
Worked Solution
Cost of 8 items = $42
Cost of 12 items = 42 × 121 =
$63
|
|
| ∴ Total pay |
= 63 + 17 |
|
= $80 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| pay1 | |
| item1 | |
| pay2 | |
| temp | |
| item2 | |
| frac | |
| total1 | |
| correctAnswer | |
Answers