b. Solve the inequality. Describe the meaning of the solution.

To solve the inequality, first isolate the variable on one side, which often involves adding or subtracting terms and then dividing or multiplying by a coefficient. The solution will highlight the range of values that satisfy the inequality, indicating where the expression holds true on a number line. For example, if \( x > 3 \), it means every number greater than 3 is part of the solution set. Understanding the meaning behind the solution can be exciting! In real-life scenarios, inequalities can represent constraints like budget limits or resource availability. If you know your expenses must be less than a certain amount, the inequality helps you quickly assess your spending choices, allowing you to make informed financial decisions and plan better for the future.