medal which number is not rational? 5.85 63.4 8.52624 27.5
What is a rational number?
Can you tell me?
A rational number has a finite set of digits... Do any of these numbers have lines over them?
nope
Then we'll say \(\frac{x}{y}\) and \(y\neq 0\) but \(y=\textsf{an integer}\)
Which of these numbers cannot be divided by an integer to form a finite number?
I'll be honest. I have no idea.
Because you didnt do the work in your book you just came here for an answer
You don't know that, Mason :) Rational numbers can be confusing.
the teacher I have is a nice guy and all but he isn't all that great of a teacher. I'm trying to learn this stuff but the two people that help me with it just happen to be gone for a bit.
Let's say \(\frac{x}{2}\) when \(x=\textsf{the choices given}\) Any irrational number will have an impossible quotient (ex, 3.1415926535897932384626433832795028841971693993751 or \(\pi\))
Divide all of these numbers by two to see which one isirrational.
8.52624 is the irrational one then?
Yes :)
Thank you very much :D
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