This educational video provides a comprehensive guide to understanding and calculating elastic collisions in physics. Starting with a relatable analogy of bumper cars, the instructor defines elastic collisions as interactions where objects bounce off one another and kinetic energy is conserved. The video carefully derives the mathematical formula for elastic collisions from the principle of conservation of momentum, showing students exactly where the equation comes from rather than just asking them to memorize it. The content covers key themes such as conservation of momentum, the distinction between initial and final states, the role of mass and velocity, and the importance of directional signs (vectors) in physics calculations. It specifically addresses common challenges, such as handling negative velocities when objects move in opposite directions and managing significant figures in final answers. Designed for high school physics classrooms, this video acts as both a conceptual introduction and a practical problem-solving tutorial. It models the step-by-step process of identifying variables, setting up equations, plugging in values, and performing algebraic manipulations to solve for unknowns. Teachers can use this video to introduce the topic, support students struggling with the math of momentum, or as a review tool before a unit test on mechanics.