Find the Domain 10x-5x-3x=0

Problem

10*x−5*x−3*x=0

Solution

1. Identify the type of expression given. The expression 10*x−5*x−3*x=0 is a linear equation in one variable.

2. Determine if there are any restrictions on the variable x Restrictions typically occur in cases involving division by zero (fractions), square roots of negative numbers, or logarithms of non-positive numbers.

3. Analyze the terms. Each term (10*x −5*x and −3*x is a polynomial term. Polynomials are defined for all real numbers.

4. Conclude the domain. Since there are no denominators, radicals, or logarithms, any real number can be substituted for x

Final Answer

Domain: *(−∞,∞)

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