List the elements in each set. See Example 1. {x|x is an irrational number that is also rational}

List the elements in each set. See Example 1. {z|z is an integer less than or equal to 4}

List the elements in each set. See Example 1. {a|a is an even integer greater than 8}

List the elements in each set. See Example 1. {k|k is an odd integer less than 1}

List the elements in each set. See Example 1. {p|p is a number whose absolute value is 4}

Use set-builder notation to describe each set. See Example 2. (More than one description is possible.) {2, 4, 6, 8}

Use set-builder notation to describe each set. See Example 2. (More than one description is possible.) {4, 8, 12, 16,...}

Concept Check Let A = {1, 2, 3, 4, 5, 6}, B = {1, 3, 5,}, C = {1, 6}, and D = {4}. Find each set. a. A ∩ D b. B ∩ C c. B ∩ A d. C ∩ A

Let A = {-6, -12⁄4, -5⁄8, -√3, 0, ¼, 1, 2π, 3, √12}. List all the elements of A that belong to each set. See Example 3. Natural numbers