As a quality control manager at a manufacturing plant, you are drafting a standard operating procedure (SOP) for technicians to identify parts that fall outside of acceptable weight tolerances. This mathematical check involves solving absolute value inequalities featuring a 'greater than' ($>$) or 'greater than or equal to' ($\geq$) symbol. Arrange the steps of the mathematical procedure they must follow in the correct sequential order.

As a maintenance supervisor at a power plant, you are establishing a protocol for technicians to identify voltage levels that are outside of a safe range using the inequality $|V - 120| \geq 10$. According to the standard 5-step procedure for solving such 'greater than or equal to' absolute value inequalities, what is the required step immediately following the isolation of the absolute value expression?

A safety supervisor at a chemical plant uses the inequality $|T - 80| \geq 10$ to monitor the temperature $T$ of a reaction vessel. According to the systematic procedure for solving this 'greater than or equal to' inequality, the second step involves translating the isolated expression into a compound inequality using the logical connector 'and'.

Standard Procedure for Identifying Out-of-Tolerance Parts

You are working as a medical assistant at a community health clinic. One of your daily duties is to monitor the temperature of a medical refrigerator used to store sensitive vaccines. The optimal storage temperature is 4°C, and a deviation of 2°C or more in either direction will trigger a system alarm to prevent spoilage. This alarm condition is modeled by the absolute value inequality $|T - 4| \geq 2$, where $T$ represents the temperature in degrees Celsius.

To determine the exact range of tem

Standard Operating Procedure for Solving Absolute Value Inequalities in Quality Control

Example: Solving $|2x - 3| \geq 5$

Example: Solving $|4x - 3| \geq 5$ and $|3x - 4| \geq 2$