In a manufacturing plant, a technician monitors the core temperature calibration metric, $x$, of a machine. The machine operates safely only when both of these parameter conditions are satisfied simultaneously: ${}3x - 4 < 5$ and ${}4x + 9 \ge 1$. Recalling the steps to solve this specific "and" compound inequality, which interval notation represents the final safe operating range where the solutions overlap?

A manufacturing quality control technician is determining the acceptable range for a machine's output pressure $x$. The pressure must simultaneously satisfy both ${}3x - 4 < 5$ and ${}4x + 9 \ge 1$. Arrange the following steps in the correct order to solve these requirements and find the final safe operating interval.

A laboratory technician determines that a specific chemical reaction is only stable when the temperature variance $x$ satisfies the compound inequality ${}3x - 4 < 5$ and ${}4x + 9 \ge 1$. After solving these inequalities, the technician records the safe operating range in interval notation. The final interval notation for $x$ is ____.

A safety engineer is monitoring a production line where two separate sensor thresholds must be met simultaneously for the machinery to operate. These conditions are defined by the inequalities ${}3x - 4 < 5$ and ${}4x + 9 \ge 1$. Based on the provided example, match each threshold requirement and the final combined safe operating range with its correct simplified representation.

A manufacturing quality assurance inspector recalls the constraints for a machine's calibration metric, $x$, which must simultaneously meet the conditions ${}3x - 4 < 5$ and ${}4x + 9 \geq 1$. True or False: The final safe operating range, representing the overlap of these inequalities, is written in interval notation as $[-2, 3]$.