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Solve distance between two points problems; several problems with detailed solutions are presented.
Answer: (a) The distance is the total distance traveled regardless of direction: 8 m + 2 m + 3 m = 13 m. (b) The displacement depends on the direction. Consider the right to be the positive direction and left to be negative. Then, add the displacements of each segment of the path: 8 m + (−2) m + 3 m = 9 m.
Solutions to the problems on displacement and distance of moving objects. Problem 1. An object moves from point A to point B to point C, then back to point B and then to point C along the line shown in the figure below. a) Find the distance covered by the moving object. b) Find the magnitude and direction of the displacement of the object.
How can you distinguish between distance and displacement graphically? Answer: On a graph, distance is always represented by a non-decreasing curve, while displacement can be represented by a curve that increases, decreases, or remains constant, depending on the direction of movement.
In this article, you thoroughly learn the difference between displacement and distance with simple worked examples.
Distance and Displacement Definitions. The distance is a scalar quantity (magnitude) that describes the length of the total path covered by a moving object. The displacement is a vector quantity (magnitude and direction) that describes the difference between the final and initial positions of a moving object.
Solution Figure 3 shows that home is the starting point for your journey. When you are at home, your position has not changed. Therefore, your initial position is zero. Your school has a position of 500 m [E] relative to your home. Given: d > school 5500 m 3E4; d > home 50 m Required: Dd > Analysis: Dd > 5d > school 2d > home Solution: Dd > 5d ...
