Describe all the sets and su sets the number -34 belongs to

Answer 1

The number -34 belongs to the following sets:

1. Natural Numbers: The set of all positive integers starting from 1. Since -34 is negative, it does not belong to this set.

2. Whole Numbers: The set of all non-negative integers including 0. Since -34 is negative, it does not belong to this set either.

3. Integers: The set of all positive and negative whole numbers, including zero. -34 is an integer and belongs to this set.

4. Rational Numbers: The set of all numbers that can be expressed as a fraction or ratio of two integers. -34 can be expressed as -34/1, so it belongs to this set.

5. Real Numbers: The set of all rational and irrational numbers. -34 is a real number.

6. Negative Numbers: The set of all numbers less than zero. -34 is a negative number and therefore belongs to this set.

7. Prime Numbers: The set of numbers that are divisible only by 1 and themselves. -34 is not a prime number.

8. Even Numbers: The set of numbers divisible by 2. -34 is an even number.

9. Whole Numbers less than -34: The set of whole numbers smaller than -34. There are infinitely many whole numbers less than -34.

These are some of the sets and subsets that the number -34 belongs to.