Question

What number groups does 33 fall into?

1) Integers
2) Irrational Numbers
3) Natural Numbers
4) Whole Numbers
5) Real Numbers
6) Rational Numbers

Answer 1

The number 33 is classified as an Integer, a Natural Number, a Whole Number, a Real Number, and a Rational Number. It is not an Irrational Number.

Step-by-step explanation:

The number 33 falls into several number groups, which are classifications within the real number system. Here's a breakdown considering each category you've listed:

• Integers: 33 is an integer because it is a whole number that can be positive, negative, or zero, without any fractional or decimal part.
• Irrational Numbers: 33 is not an irrational number because it can be expressed as a ratio of two integers (33/1) and does not have an infinite non-repeating decimal expansion.
• Natural Numbers: 33 is a natural number because it is a positive integer used for counting and ordering.
• Whole Numbers: 33 is a whole number as it is a nonnegative integer, and the set of whole numbers starts from zero and includes all positive integers.
• Real Numbers: 33 is a real number because it can be found on the number line and is not an imaginary number.
• Rational Numbers: 33 is a rational number since it can be represented by a fraction with integer numerator and nonzero integer denominator (33/1).

Therefore, 33 belongs to the number groups of Integers, Natural Numbers, Whole Numbers, Real Numbers, and Rational Numbers.