Question

I need examples of irrational and rational numbers...

Answer 1

\[\sqrt{a}\] is irrational if \(a\) is not already a square
like for example \(\sqrt2,\sqrt3,\sqrt5\) whatever

Answer 2

any whole number, integer, or fraction is rational

Answer 3

for example \(\frac{1}{2}\) or \(-3\)

Answer 4

@BellaNina865 that is a good picture for showing subsets, but a very misleading picture as far as the amount of each type of number there is
almost all numbers are irrationals, hardly any are rational numbers like fractions and such

Answer 5

Thank you

Answer 6

you are welcome @BellaNina865