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This video explores how quadratic equations serve as essential tools for modelling the physical world, specifically the movement of objects under the influence of gravity. By examining the trajectory of a ball, the text demonstrates how mathematical roots correspond to specific moments in time, such as when an object is launched or hits the ground. Students are taught to identify the maximum height by finding the vertex of a parabola, a point where vertical velocity reaches zero.It also integrates computational tools like Python’s NumPy library to solve these equations and make precise height predictions. Ultimately, it emphasizes that physicists do not merely solve equations for their own sake, but rather to interpret and anticipate natural phenomena through a mathematical lens. Consistent with historical traditions of Indian astronomy, the lesson links abstract functions to the tangible reality of constant acceleration and motion.