Find the Domain 1/3y=4

Problem

1/3*y=4

Solution

1. Identify the type of equation provided. This is a linear equation in terms of the variable y

2. Analyze the expression for any restrictions. The expression 1/3*y is a polynomial of degree 1.

3. Check for denominators containing the variable. Since the variable y is not in a denominator, there is no value that would make the expression undefined.

4. Check for even roots or logarithms. Since there are no radicals or logarithmic functions, there are no further restrictions on the input.

5. Determine the domain. For all linear functions and equations of this form, the variable can take any real number value.

Final Answer

Domain: *(−∞,∞)

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