whats a rational #
any number expressible as p/q where p and q are integers and q is not 0
yeah, its any number that can be expressed as a fraction; with integers top and bottom
i have no clue what that means
@amistre64 I feel using the word "fraction" is not appropriate because it implies that p and q have to be positive integers only.......
use ratio then...
saying of the form p/q where p and q are integers and q is not zero is a better explanation
maine kya parsi mein likha tha upar?
hmmm ..... you might be right; but when why would a fraction only need to be +ints?
\[\frac{p}{q};q\ne0 \] where p qne q are integers looks like a fraction to me :)
\[\sqrt{2}\]is irrational because there is no way to write it in the form of a fraction \(p\over q\) that will give it an exact value
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