Question

The natural numbers are a subset of all of the following sets except the _____.
integers numbers
whole numbers
real numbers
irrational numbers

Answer 1

Answer:

integers numbers I think it is

Answer 2

Option B) whole numbers

The natural numbers are a subset of all of the following sets except the whole numbers.

• Natural numbers are all entire integers with the exception of zero. So, a subset of whole numbers is represented by natural numbers. N stands for a collection of natural numbers.
• The whole number is a superset of natural numbers, which are a subset of the whole number.
• Subsets of rational numbers include whole numbers, integers, and natural numbers. In other terms, a number that cannot be expressed as one integer over another is said to be irrational.
• Negative integers are not included in the set of whole numbers, which is a subset of the integers.
• Every set is thought of as a subset of itself. The proper subset of no set is itself. Every set has the empty set as a subset.
• All positive and non-zero integers are grouped together as natural numbers. In contrast, a set of whole numbers includes all non-negative integers, including zero. As a result, every natural number is also a whole number.
• We can state that a natural number excludes zero and comprises only whole numbers (0). Natural numbers therefore cannot include all whole numbers. That every whole number is a natural number is untrue.

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