30167
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
Variant 0
DifficultyLevel
470
Question
On a dairy farm, a farmer allocates 3 hectares of land to one cow.
How many cows would the farmer allocate to a 30 hectare paddock?
Worked Solution
|
|
| Number of Cows |
= 330 |
|
= 10 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | On a dairy farm, a farmer allocates 3 hectares of land to one cow.
How many cows would the farmer allocate to a 30 hectare paddock? |
| workedSolution |
| | |
| --------------------: | -------------- |
| Number of Cows | = $\dfrac{30}{3}$ |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers