Solutions for Solving Multi-Step Inequalities 5-3 Skills Practice

Follow these steps to simplify and solve complex algebraic expressions involving variables on both sides. Start by isolating the variable to one side using inverse operations like addition, subtraction, multiplication, and division.

Begin with identifying the terms that contain the variable, and systematically eliminate constants by applying the inverse operation. Once the variable is isolated, proceed with any necessary simplifications such as reducing fractions or combining like terms.

Finally, ensure that the direction of the inequality symbol is correct when multiplying or dividing by negative values. These small but significant steps will allow you to accurately solve each equation.