Describe all the sets and subsets the number 23 belongs to and enter the number corresponding to the correct answer as your response.
Enter Number 1: Rational Numbers, Integers, Whole Numbers, Natural Numbers
Enter Number 2: Rational Numbers, Integers, Whole Numbers
Enter Number 3: Rational Numbers, Integers
Enter Number 4: Rational Numbers
Enter Number 5: Irrational Numbers
(1 point)
Enter Number 3: Rational Numbers, Integers.
Enter Number 3: Rational Numbers, Integers
To determine the sets and subsets that the number 23 belongs to, we need to understand the classification of numbers.
1. Rational Numbers: These are numbers that can be expressed as a ratio of two integers. They can be either whole numbers, integers, or fractions. Since 23 can be expressed as 23/1 (a ratio of two integers), it is a rational number.
2. Integers: These are numbers that include all positive and negative whole numbers, including zero. Since 23 is a positive whole number, it is an integer.
3. Whole Numbers: These are numbers that include all positive integers, including zero. Since 23 is a positive whole number, it is also a whole number.
4. Natural Numbers: These are numbers that include all positive integers, excluding zero. Since 23 is a positive integer but not zero, it is a natural number.
Based on the above explanations, the number 23 belongs to the following sets and subsets: Rational Numbers, Integers, Whole Numbers, and Natural Numbers.
Therefore, the correct answer is: Enter Number 1.