20173
Question
A bowl has 16 pieces of fruit in it.
12 of the pieces of fruit are oranges.
What fraction of the pieces of fruit are oranges?
Worked Solution
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| Fraction of oranges |
= total number of fruitnumber of oranges |
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= 1612 |
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= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
585
Question
A bowl has 16 pieces of fruit in it.
12 of the pieces of fruit are oranges.
What fraction of the pieces of fruit are oranges?
Worked Solution
|
|
| Fraction of oranges |
= total number of fruitnumber of oranges |
|
= 1612 |
|
= 43 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers