Finding the Domain of the Function 9x/4: Complete Analysis

Question

Does the given function have a domain? If so, what is it?

$\frac{9x}{4}$

Video Solution

Solution Steps

00:07 Does the function have a domain, and if so, what is it?

00:10 To find the domain, remember: division by zero is not allowed.

00:15 The denominator here is a non-zero constant, so there are no domain restrictions.

00:21 We have a domain restriction if the denominator contains a variable.

00:26 And that's how we solve this question!

Step-by-Step Solution

Since the function's denominator equals 4, the domain of the function is all real numbers. This means that any one of the x values could be compatible.

Answer

No, the entire domain

Related Subjects

Domain of a Function Indefinite integral Inputing Values into a Function

Question Types

Domain of a Function: Find the domain of the function