4. What is the solution to the in equality \( 12 x-167368 \)

Let's dive into how to solve the inequality \( 12x - 167368 > 0 \) (assuming a greater than sign here)! To find the solution, we simply isolate \( x \). Start by adding \( 167368 \) to both sides, giving you \( 12x > 167368 \). Next, divide both sides by \( 12 \) to solve for \( x \), leading to \( x > 13947.33 \). So, any value greater than approximately \( 13947.33 \) will satisfy your inequality! This gives you a range of possible solutions! In many practical scenarios, such as budgeting or project planning, inequalities help in determining acceptable limits for values to ensure better decision-making. So, if you were budgeting for a project and needed to ensure you had more than \( 13947.33 \) for a specific line item, this inequality tells you the minimum amount you need to consider!