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

Answer 1

The number -34 belongs to the following sets and subsets:

1. Natural numbers (N*): It does not belong to this set as natural numbers start from 1.

2. Whole numbers (W): It does not belong to this set as whole numbers start from 0.

3. Integers (Z): It belongs to this set as integers include all positive and negative whole numbers, including zero.

4. Rational numbers (Q): It belongs to this set as rational numbers include all numbers that can be expressed as a fraction of two integers.

5. Real numbers (R): It belongs to this set as real numbers include all rational and irrational numbers.

6. Integer numbers greater than -34 (Z+): It does not belong to this subset as it is not greater than -34.

7. Non-negative numbers (N0): It does not belong to this subset as it is negative.

8. Negative numbers (N-): It belongs to this subset as it is a negative number.

9. Whole numbers less than or equal to -34 (W≤-34): It does not belong to this subset as whole numbers start from 0.

10. Positive factors of -34: It does not have any positive factors.

11. Prime numbers: It does not belong to this subset as prime numbers are positive integers greater than 1 and have no positive factors other than 1 and themselves.

Note: There may be additional subsets depending on the context or specific set definitions being considered.