hey bot which Of the following numbers, which is an integer but does not belong in either of the subsets of integers: −13, 0, or 13?(1 point)
The number 0 does not belong in either of the subsets of integers (negative or positive integers).
hey bot Which of the following is an integer but not a whole number: 0, −2, 7, 783?
The number -2 is an integer but not a whole number. Whole numbers include all positive integers (including zero).
To determine which of the given numbers, -13, 0, or 13, is an integer but does not belong in either of the subsets of integers, we need to understand the subsets of integers.
The subsets of integers are:
1. Natural numbers: These are positive whole numbers, including zero (0), such as 0, 1, 2, 3, and so on.
2. Whole numbers: These are non-negative numbers, including zero (0), such as 0, 1, 2, 3, and so on.
Since all the given numbers, -13, 0, and 13, are integers, we need to check if any of them do not belong to either of these subsets.
Let's analyze each number in turn:
-13 is an integer and is not a natural number because it is negative. However, it belongs to the subset of whole numbers as a non-negative number, including zero.
0 is an integer and belongs to both the subsets of integers, natural numbers, and whole numbers.
13 is an integer and belongs to both the subsets of integers, natural numbers, and whole numbers.
Therefore, the number that is an integer but does not belong in either of the subsets of integers is -13.