Find the Domain -6(4w-7)=25(2-w)

Problem

−6*(4*w−7)=25*(2−w)

Solution

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

2. Analyze the expression for any restrictions. In mathematics, domain restrictions typically arise from denominators (which cannot be zero), even roots (which cannot have negative radicands), or logarithms (which must have positive arguments).

3. Observe that the equation consists only of polynomial terms (multiplication and subtraction). There are no fractions with variables in the denominator, no square roots, and no logarithms.

4. Determine the domain based on the lack of restrictions. Since any real number can be multiplied and subtracted without resulting in an undefined value, the variable w can be any real number.

Final Answer

Domain: *(−∞,∞)

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