A technical analyst is documenting the standard procedure for determining the linear relationship between two data points: $(-4, -3)$ and $(1, -5)$. Arrange the following steps in the correct order to find the resulting equation in slope-intercept form.

A quality control technician is mapping performance deviations using two data points on a coordinate grid: $(-4, -3)$ and $(1, -5)$. According to the standard two-point procedure, which of the following is the correct equation of the line in slope-intercept form that connects these two points?

A technical analyst is mapping the linear relationship between two performance benchmarks recorded at $(-4, -3)$ and $(1, -5)$. Match each component of the resulting linear model development to its correct mathematical value or expression.

A facilities manager is tracking a linear decrease in machine efficiency between two recorded data points: $(-4, -3)$ and $(1, -5)$. True or False: According to the standard two-point procedure, the slope ($m$) of the line connecting these two points is -rac{2}{5}.

Linear Modeling for Operational Benchmarks

An operations analyst is plotting performance deviation trends on a coordinate grid. The analyst records two benchmarks at $(-4, -3)$ and $(1, -5)$, and models the relationship with a linear equation in slope-intercept form, $y = mx + b$.

What is the exact value of the y-intercept $b$ for this trend line? Enter your answer as a simplified fraction using a forward slash, such as -23/5.

Documentation of Linear Calibration Benchmarks