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#physics #classicalmechanics #aristotle In this special Prodigy Physics problem, we revisit Aristotle’s law of motion—the long-abandoned idea that force is proportional to velocity rather than acceleration. While historically incorrect, this pre-Newtonian model can surprisingly provide a useful approximation in highly resistive systems. We examine a concrete physical scenario: a large rock dragged through thick mud, where the resistive force is proportional to velocity. Using Aristotle’s law, 𝐹=𝑚𝑣, you are asked to model the motion of the rock, determine its velocity and position, identify the meaning of the constant 𝑚, and explore when this approximation resembles the true Newtonian behavior. This problem highlights: Why Aristotle’s view of motion made sense in everyday, resistive environments How modern physics clarifies what Aristotle was missing When an “incorrect” law can still capture real physical behavior This is the first video in a special problem series. Try solving the problem yourself—the full solution will be posted in a follow-up video. Perfect for students studying dynamics, drag forces, or the historical development of physics. #newton #dragforce #conceptualphysics #prodigyphysics