30138
Question
{{name1}} collected {{number1}} {{item}} for recycling by himself.
{{name2}} and her {{number2}} girlfriends collected {{item}} for recycling as well. The average number collected by each girl was half the number that {{name1}} collected.
What is the total number of {{item}} collected by {{name2}} and her {{number2}} girlfriends?
Worked Solution
|
|
| Average |
= 21×number1 |
|
= {{avg}} |
∴ Total {{item}}
|
|
|
= {{number3}} × {{avg}} |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
563
Question
Melvin collected 148 aluminum cans for recycling by himself.
Kelly and her three girlfriends collected aluminum cans for recycling as well. The average number collected by each girl was half the number that Melvin collected.
What is the total number of aluminum cans collected by Kelly and her three girlfriends?
Worked Solution
|
|
| Average |
= 21×148 |
|
= 74 |
∴ Total aluminum cans
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name1 | |
| number1 | |
| item | |
| name2 | |
| number2 | |
| avg | |
| number3 | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
563
Question
Michael collected 126 bottles for recycling by himself.
Sarah and her four girlfriends collected bottles for recycling as well. The average number collected by each girl was half the number that Michael collected.
What is the total number of bottles collected by Sarah and her four girlfriends?
Worked Solution
|
|
| Average |
= 21×126 |
|
= 63 |
∴ Total bottles
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name1 | |
| number1 | |
| item | |
| name2 | |
| number2 | |
| avg | |
| number3 | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
563
Question
Raphael collected 134 ink cartridges for recycling by himself.
Rhonda and her four girlfriends collected ink cartridges for recycling as well. The average number collected by each girl was half the number that Raphael collected.
What is the total number of ink cartridges collected by Rhonda and her four girlfriends?
Worked Solution
|
|
| Average |
= 21×134 |
|
= 67 |
∴ Total ink cartridges
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name1 | |
| number1 | |
| item | |
| name2 | |
| number2 | |
| avg | |
| number3 | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
563
Question
Robin collected 86 newspapers for recycling by himself.
Moana and her five girlfriends collected newspapers for recycling as well. The average number collected by each girl was half the number that Robin collected.
What is the total number of newspapers collected by Moana and her five girlfriends?
Worked Solution
|
|
| Average |
= 21×86 |
|
= 43 |
∴ Total newspapers
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name1 | |
| number1 | |
| item | |
| name2 | |
| number2 | |
| avg | |
| number3 | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
563
Question
Winnie collected 122 bottles for recycling by himself.
Lucy and her five girlfriends collected bottles for recycling as well. The average number collected by each girl was half the number that Winnie collected.
What is the total number of bottles collected by Lucy and her five girlfriends?
Worked Solution
|
|
| Average |
= 21×122 |
|
= 61 |
∴ Total bottles
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name1 | |
| number1 | |
| item | |
| name2 | |
| number2 | |
| avg | |
| number3 | |
| correctAnswer | |
Answers