Use the roster method to list the elements in each set. {x | x is an odd whole number less than

step 1 The equations given in this problem are f of x is equal to square root of 16 minus x square and

Use the roster method to list the elements in each set. {x |...

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Key Concepts

Whole Numbers

Whole numbers are the set of non-negative integers (0, 1, 2, 3, …). In many contexts, the term excludes negative numbers and sometimes even 0, depending on the definition being used.

Odd Numbers

Odd numbers are integers that are not divisible by 2. They are characterized by having a remainder of 1 when divided by 2, distinguishing them from even numbers.

Inequality Constraints

Inequality constraints in a set description, such as 'less than 9', specify the range or subset of numbers that satisfy the condition. They help in limiting the elements of a set to those that fall within a particular numerical interval.

Roster Method

The roster method is a way of representing a set by listing all its elements within braces. This method is particularly useful for sets with a small number of elements or when the elements can be explicitly enumerated.

Set-builder Notation

Set-builder notation describes a set by specifying a property that its members must satisfy. Instead of listing the elements, it defines a rule or condition that an element must meet to be included in the set.

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