Find the Domain 2/3*(F-G)=D

Problem

2/3*(F−G)=D

Solution

1. Identify the variables in the equation. In the expression D=2/3*(F−G) the variable D is defined as a function of two independent variables, F and G

2. Analyze the operations for potential restrictions. The expression involves subtraction and multiplication by a constant fraction.

3. Check for division by zero. The denominator of the constant is 3 which is never zero. There are no variables in any denominator.

4. Check for even roots or logarithms. There are no square roots, other even-indexed roots, or logarithmic functions that would restrict the values of F or G

5. Determine the domain. Since there are no mathematical operations that result in undefined values, the variables F and G can be any real numbers.

Final Answer

Domain:{(F,G)|F∈ℝ,G∈ℝ}

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