This instructional video provides a clear, step-by-step explanation of the relationship between slopes of parallel and perpendicular lines. Narrated by an instructor named Justin, the lesson uses visual demonstrations on coordinate planes to prove why parallel lines share the same slope and how perpendicular lines relate through opposite reciprocals. The video combines conceptual reasoning with calculation practice to solidify understanding. The lesson explores two main mathematical themes: the geometric behavior of linear functions on a graph and the algebraic properties of their slopes. It defines parallel lines as having identical rates of change and perpendicular lines as intersecting at 90-degree angles with slopes that are "opposite reciprocals." The video explicitly breaks down how to calculate these values and provides practice in converting integers and fractions into their opposite reciprocals. This resource is highly valuable for Algebra and Geometry classrooms as it bridges the gap between visual graphs and algebraic calculations. Teachers can use this video to introduce the geometric properties of slopes or as a review tool for students struggling with the concept of negative reciprocals. The clear segmentation of topics allows for pausing and checking for understanding, making it an excellent interactive teaching tool.