the universal set is the set of rational numbers. s is the set of integers. which represents s^c? {x|x is a…

the universal set is the set of rational numbers. s is the set of integers. which represents s^c? {x|x is a real number} {x|x is a rational number} {x|x is a rational positive number} {x|x is a rational non - integer}

the universal set is the set of rational numbers. s is the set of integers. which represents s^c? {x|x is a real number} {x|x is a rational number} {x|x is a rational positive number} {x|x is a rational non - integer}

Answer

Explanation:

Step1: Recall complement - set definition

The complement of a set (S) (denoted as (S^{c})) with respect to a universal set (U) is the set of all elements in (U) that are not in (S).

Step2: Identify the universal set and set (S)

The universal set (U) is the set of rational numbers, and (S) is the set of integers.

Step3: Determine (S^{c})

The elements in the universal set (rational numbers) that are not in the set of integers are rational non - integers.

Answer:

({x|x\text{ is a rational non - integer}})