Distance and displacement may or may not be equal in magnitude. Explain this statement.?

Questions I read: 1. Distance and displacement may or may not be equal in magnitude. Explain this statement. Group 1 - Explanation of Distance and Displacement Equality - covers Q1 Answer: Distance is the total path covered, while displacement is the shortest straight-line distance between the initial and final points. * **Equal Magnitude:** Distance and displacement are equal in magnitude only when an object moves in a straight line in one direction. For example, if a car travels 5 km straight from point A to point B, both its distance and displacement are 5 km. * **Unequal Magnitude:** If an object changes its direction or moves along a curved path, the distance covered will be greater than the magnitude of its displacement. For example, if a car travels 3 km east and then 4 km north, its total distance is 7 km, but its displacement (shortest path from start to end) is 5 km. Also suits: When is distance equal to displacement? When is distance greater than displacement? Memory tip: Straight path = equal; Any turn or curve = distance > displacement. Quick check: If you walk around a square park and come back to your starting point, what is your displacement?