A natural number is _____ a rational number. always sometimes never
\(\dfrac{Natural\;Number}{1}\) rather MAKES it a Rational Number, doesn't it?
Yes
I think the answer is sometimes. But I just wanted to get someone elses opinion before I submitted my answer.
Can you ALWAYS put a Natural Number over 1, or just sometimes?
The idea is that a rational number is any number that can be written as a division of two integers. Also, we have this sort of hierarchy you could say: |dw:1378182810904:dw| The category above is ALWAYS included in the category below. Which means natural always is a part of whole, and whole is always a part of the integers, etc.
natural numbers are the subset of rational numbers hence natural numbers are always rational number
My mistake. Thank you for all of your help:)
yes thank you for the help [;
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