Find the Domain 9x-15=39

Problem

9*x−15=39

Solution

1. Identify the type of expression or equation provided. The equation 9*x−15=39 is a linear equation involving a polynomial expression.

2. Analyze the constraints of the variable x In a linear polynomial, there are no denominators containing variables that could result in division by zero, and there are no even roots (like square roots) that could result in imaginary numbers.

3. Determine the set of all possible input values for x Since the expression is defined for all real numbers, the domain is the set of all real numbers.

Final Answer

Domain=(−∞,∞)

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