An industrial technician is monitoring the output of a pressure sensor during a machine's operation cycle. The output is graphed as a curved line segment passing through the coordinates $({}-5, {}-4)$, $({}0, {}-3)$, and $({}1, {}2)$. Based on the definition of domain as the set of all possible input values ($x$-values), which interval represents the domain of this function?

A laboratory technician is recording the voltage variance of a sensor during a calibration cycle. The results are displayed on a graph as a curved segment passing through the points $(-5, -4)$, $(0, -3)$, and $(1, 2)$. Match each mathematical term to the interval that correctly represents the data set for this specific graph.

A maintenance technician uses a diagnostic tool to graph the efficiency of a motor during a test cycle. The resulting graph is a curved segment passing through the points $({}-5, {}-4)$, $({}0, {}-3)$, and $({}1, {}2)$. The domain of this efficiency function, representing the set of all possible input values ($x$-values), is the interval $[{}-4, {}2]$.

An industrial technician is monitoring the performance of a hydraulic pump. The diagnostic software displays the pump's pressure variance as a curved line segment passing through the coordinates $({}-5, {}-4)$, $({}0, {}-3)$, and $({}1, {}2)$. The technician identifies that the vertical span of the graph, which covers all possible output values from ${}-4$ to ${}2$, represents the interval $[{}-4, {}2]$. This complete set of output values (the $y$-values) is mathematically defined as the ____ of the function.

A medical lab technician is tracking the temperature variance of a sensitive sample during a controlled cooling cycle. The results are plotted on a graph as a curved segment passing through the coordinates $(-5, -4)$, $(0, -3)$, and $(1, 2)$, where the vertical axis represents the temperature in degrees. Arrange the following steps in the correct order to identify the range of this temperature function.