Math, asked by aashitarockstar11, 9 months ago

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

Answers

Answered by jafseenap
2

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 anjumanyasmin
0

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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