Question
In one year, 103 of the puppies that a dog breeder sells are ridgebacks.
What is 103 as percentage?
Worked Solution
103=10030 = {{{correctAnswer}}}
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
Variant 0
DifficultyLevel
497
Question
In one year, 103 of the puppies that a dog breeder sells are ridgebacks.
What is 103 as percentage?
Worked Solution
103=10030 = 30%
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers