Joanna's sister also take dance lessons. All the dancers in her sisters class are older than 13 years old. The range for both the classes is still the same? [The range is 5 of Joanna] How is this possible
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Answer:
The minimum age of a student in her sister's class is 14 ( above 13) and the maximum is 19.
Step-by-step explanation:
The range of both Joanna and her sister's is having the same range( that is 5).
( In Joanna's case) 15-10=5
(Her sister's case) 19-14=5
14+5=19
So, this proves that they do have the same range.
Hope this helps,
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Answered by
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From the given question the correct answer is :
The minimum age of a student in her sister's class is 14 ( above 13) and the maximum is 19.
Proof:
The range of both Joanna and her sister's is having the same range( that is 5).
( In Joanna's case) 15-10=5
(Her sister's case) 19-14=5
14+5=19
So, this proves that they do have the same range.
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