Scene 2: Tangential Velocity vs. Centripetal AccelerationVisual Prompt: Close-up 3D animation of an

Question: User: Scene 2: Tangential Velocity vs. Centripetal AccelerationVisual Prompt: Close-up 3D animation of an object moving uniformly along a circular path of radius $r$. A green vector arrow labelled 'v' (Tangential Velocity) continuously changes direction while keeping constant length. A bright red vector arrow labelled '$a_c$' (Centripetal Acceleration) points directly toward the center $O$. Text / Voiceover: "In uniform circular motion, speed is constant, but velocity direction changes every millisecond. This creates inward centripetal acceleration: $$a_c = \frac{v^2}{r} = \omega^2 r$$