Find the Domain 150/10=z

Problem

150/10=z

Solution

1. Identify the type of equation provided. This is a linear equation where the variable z is isolated on one side and a constant numerical expression is on the other.

2. Analyze the expression for restrictions. The domain of a function or equation refers to the set of all possible input values (usually z in this context) for which the expression is defined.

3. Check for division by zero or even roots of negative numbers. The expression 150/10 is a constant value, and there are no variables in the denominator or under a radical.

4. Determine the domain. Since the equation z=15 does not impose any restrictions on the variable z other than defining its specific value in this instance, and the operations are defined for all real numbers, the variable z can theoretically be any real number in a general functional context. However, as a statement of equality, z is simply a constant.

Final Answer

Domain: *(−∞,∞)

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