30128
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
Variant 0
DifficultyLevel
465
Question
On a country property, 1 acre of land is recommended for every 4 sheep.
How many acres of land would be needed for 16 sheep?
Worked Solution
|
|
| Acres |
= 416 |
|
= 4 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | On a country property, 1 acre of land is recommended for every 4 sheep.
How many acres of land would be needed for 16 sheep? |
| workedSolution |
| | |
| -----: | -------------------- |
| Acres | \= $\dfrac{16}{4}$ |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
467
Question
On a country property, 1 acre of land is recommended for every 5 goats.
How many acres of land would be needed for 30 goats?
Worked Solution
|
|
| Acres |
= 530 |
|
= 6 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | On a country property, 1 acre of land is recommended for every 5 goats.
How many acres of land would be needed for 30 goats? |
| workedSolution |
| | |
| -----: | -------------------- |
| Acres | \= $\dfrac{30}{5}$ |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
469
Question
In a park, 1 square metre of land is recommended for every 2 native shrubs.
How many square metres of land would be needed for 26 native shrubs?
Worked Solution
|
|
| Square metres |
= 226 |
|
= 13 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | In a park, 1 square metre of land is recommended for every 2 native shrubs.
How many square metres of land would be needed for 26 native shrubs? |
| workedSolution |
| | |
| -----: | -------------------- |
| Square metres | \= $\dfrac{26}{2}$ |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
471
Question
In a wildlife park, 1 hectare of land is recommended for every 5 camels.
How many hectares of land would be needed for 55 camels?
Worked Solution
|
|
| Hectares |
= 555 |
|
= 11 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | In a wildlife park, 1 hectare of land is recommended for every 5 camels.
How many hectares of land would be needed for 55 camels? |
| workedSolution |
| | |
| -----: | -------------------- |
| Hectares | \= $\dfrac{55}{5}$ |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
468
Question
In an art gallery, 1 square metre of wall space is recommended for every 2 small paintings.
How many square metres of wall space would be needed for 80 small paintings?
Worked Solution
|
|
| Square metres |
= 280 |
|
= 40 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | In an art gallery, 1 square metre of wall space is recommended for every 2 small paintings.
How many square metres of wall space would be needed for 80 small paintings? |
| workedSolution |
| | |
| -----: | -------------------- |
| Square metres | \= $\dfrac{80}{2}$ |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
470
Question
At a daycare centre, 1 room is recommended for every 15 children.
How many rooms would be needed for 60 children?
Worked Solution
|
|
| Rooms |
= 1560 |
|
= 4 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | At a daycare centre, 1 room is recommended for every 15 children.
How many rooms would be needed for 60 children? |
| workedSolution |
| | |
| -----: | -------------------- |
| Rooms | \= $\dfrac{60}{15}$ |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers