Irrational numbers can never be precisely represented in a decimal form. why is this?

Because irrational numbers are nonrepeating, otherwise they could be represented as a fraction. Although a potential counter-example to this claim is that some irrational numbers can only be represented in decimal form, for example, 0.1234567891011121314151617…, 0.24681012141618202224…, 0.101101110111101111101111110… are all irrational numbers.

Benefiting gif hebr hen ben bb i don’t know if you want me or not but i’m just

Well what if i told you it wouldn’t matter, because in the future the pony dies, depending on what choice you make