Question

describe a situation where the displacement and the distance are different?
when the path from start to finish is a circle.
when the path contains one direction.
when the distance is 0 m.
when the path from start to finish is a straight line.

Explanation:

Distance is the total length of the path traveled, while displacement is the straight - line distance from the initial to the final position. When the path is a circle (assuming starting and ending at the same point), distance is the circumference of the circle (\(C = 2\pi r\)), and displacement is \(0\) (since initial and final positions are the same). When the path has only one direction (a non - straight path), the distance (length of the path) will be greater than the displacement (straight - line distance between start and finish). When the path is a straight line, distance and displacement are equal (if moving in one direction without back - tracking). When distance is \(0\), displacement is also \(0\).

Answer:

When the path from start to finish is a circle.