Find the Domain x=yz

Problem

x=y*z

Solution

1. Identify the type of equation provided. The equation x=y*z defines x as a function of two independent variables, y and z

2. Analyze the operations involved in the expression. The expression y*z involves only multiplication.

3. Determine if there are any restrictions. Multiplication is defined for all real numbers. There are no denominators that could be zero, no square roots of negative numbers, and no logarithms of non-positive numbers.

4. State the domain. Since there are no restrictions on the input variables y and z the domain consists of all pairs of real numbers (y,z)

Final Answer

Domain:{(y,z)|y∈ℝ,z∈ℝ}

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