To solve the inequality , first, let’s rearrange it by subtracting from both sides. This gives us , which simplifies to . This tells us that must be less than the opposite of . This relationship helps us understand how values of and can interact, especially in problems involving constraints and inequalities.

Furthermore, in real-world applications, such inequalities might represent resource management scenarios. For instance, if stands for the production capacity of a factory and represents the demand from consumers, ensuring can indicate that production isn’t meeting demand, necessitating adjustments in resources or output to better align with market needs.