This instructional video provides a step-by-step tutorial on how to determine the equation of a line when given two coordinate points. The video guides viewers through the necessary algebraic processes, specifically focusing on two key formulas: the slope formula and the point-slope formula. It demonstrates how to calculate slope, substitute values into the point-slope form, and manipulate the resulting equation into standard linear forms. The content covers two distinct examples. The first example uses integer coordinates to introduce the basic process. The second example introduces a more complex scenario resulting in a fractional slope, offering the instructor an opportunity to demonstrate advanced algebraic techniques such as "clearing the fraction" to simplify calculations. The video concludes by showing how to express the final answer in both Standard Form and Slope-Intercept Form. This resource is highly valuable for Algebra students as it reinforces procedural fluency with linear equations. Teachers can use it to introduce the concept, provide remediation for struggling students, or as a reference for homework support. The clear, handwritten demonstrations on a black background focus attention solely on the mathematical steps, making it an effective tool for visual learners.