B. Identify the set whether they are equivalent, equal, intersecting, disjoint, or subset. 1. Set of rational numbers and set of real numbers. 2. Set of positive integers and set of negative integers. 3. Set of integers greater than - 5 and set of whole numbers less than 10. 4. Set of PUP students in Sta. Mesa and set of PUP students in Taguig. 5. Set of even whole numbers and set of integers that are multiples of 3. 6. Set of letters in the word "supercalifragilisticexpialidocious" and set of letters in the English alphabet. 7. Set of real numbers less than 12 and set of real numbers less than - 10. 8. Set of rational numbers and set of irrational numbers. 9. Set of whole numbers greater than 10 and set of whole numbers greater than 20. 10. A = {a, b, c, d, e) and set of the first five letters in the English alphabet