30052
Question
A farmer owns a {{size1}} acre property. {{gender1}} purchases one extra acre for every {{size2}} {{gender2}} currently owns.
What is the new size of the land {{gender2}} owns?
Worked Solution
|
|
| Extra acres |
= size2size1 |
|
= {{extra}} |
|
|
| ∴ New size of land |
= {{size1}} + {{extra}} |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
521
Question
A farmer owns a 20 acre property. He purchases one extra acre for every 4 he currently owns.
What is the new size of the land he owns?
Worked Solution
|
|
| Extra acres |
= 420 |
|
= 5 |
|
|
| ∴ New size of land |
= 20 + 5 |
|
= 25 acres |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| size1 | |
| gender1 | |
| size2 | |
| gender2 | |
| extra | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
521
Question
A farmer owns a 28 acre property. He purchases one extra acre for every 4 he currently owns.
What is the new size of the land he owns?
Worked Solution
|
|
| Extra acres |
= 428 |
|
= 7 |
|
|
| ∴ New size of land |
= 28 + 7 |
|
= 35 acres |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| size1 | |
| gender1 | |
| size2 | |
| gender2 | |
| extra | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
521
Question
A farmer owns a 30 acre property. She purchases one extra acre for every 5 she currently owns.
What is the new size of the land she owns?
Worked Solution
|
|
| Extra acres |
= 530 |
|
= 6 |
|
|
| ∴ New size of land |
= 30 + 6 |
|
= 36 acres |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| size1 | |
| gender1 | |
| size2 | |
| gender2 | |
| extra | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
521
Question
A farmer owns a 24 acre property. He purchases one extra acre for every 6 he currently owns.
What is the new size of the land he owns?
Worked Solution
|
|
| Extra acres |
= 624 |
|
= 4 |
|
|
| ∴ New size of land |
= 24 + 4 |
|
= 28 acres |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| size1 | |
| gender1 | |
| size2 | |
| gender2 | |
| extra | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
521
Question
A farmer owns a 32 acre property. She purchases one extra acre for every 4 she currently owns.
What is the new size of the land she owns?
Worked Solution
|
|
| Extra acres |
= 432 |
|
= 8 |
|
|
| ∴ New size of land |
= 32 + 8 |
|
= 40 acres |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| size1 | |
| gender1 | |
| size2 | |
| gender2 | |
| extra | |
| correctAnswer | |
Answers