In circular motion, the velocity vector is always directed

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Multiple Choice

In circular motion, the velocity vector is always directed

Explanation:
In circular motion, velocity is the direction of motion at that instant. Since the path is a circle, the object’s direction of travel follows the edge of the circle, which means the velocity points along the tangent to the circle at that point. It isn’t directed toward the center (that would be along a radius inward), and it isn’t outward along a radius either. The change in direction required to stay on the circle is due to centripetal acceleration toward the center, while the velocity itself remains along the tangent.

In circular motion, velocity is the direction of motion at that instant. Since the path is a circle, the object’s direction of travel follows the edge of the circle, which means the velocity points along the tangent to the circle at that point. It isn’t directed toward the center (that would be along a radius inward), and it isn’t outward along a radius either. The change in direction required to stay on the circle is due to centripetal acceleration toward the center, while the velocity itself remains along the tangent.

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