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