In the given list of numbers,
- 17 and 3.275 are rational numbers
- π, 3.565565556.... 0.04053661..... 0.76 are not rational numbers
<h3>How to classify the numbers?</h3>
As a general rule, numbers that can be represented as quotient of two integers are rational numbers
The numbers are given as:
π, 3.565565556.... 0.04053661..... -17 0.76 3.275
In the above list of numbers,
- 17 and 3.275 are rational numbers
- π, 3.565565556.... 0.04053661..... 0.76 are not rational numbers
This is so because -17 and 3.275 can be represented as quotient of two integers are rational numbers
<h3>
Jen's argument</h3>
We have
4.567 as an irrational number
The above claim is false
This is so because
4.567 = 4567/10000 --- quotient of two integers are rational numbers
Hence, Jen's argument is false
Read more about rational numbers at:
brainly.com/question/20400557
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