In the given list of numbers,
- 17 and 3.275 are rational numbers
- π, 3.565565556.... 0.04053661..... 0.76 are not rational numbers
How to classify the numbers?
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
Jen's argument
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:
https://brainly.com/question/20400557
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