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