Respuesta :
There is no integer between 0 and 1. This fact can be proven using the well-ordering principle, which states that any non-empty set of positive integers contains a least element. Let the set be the set containing all positive nonzero integers between 0 and 1 and assume for contradiction's sake that is nonempty
No. Integers are whole numbers.
Right after 0 is 1, ∴ there are not any, because whole numbers cannot have fractions or decimals after it.
hope this helps
Right after 0 is 1, ∴ there are not any, because whole numbers cannot have fractions or decimals after it.
hope this helps