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