They can also cross verify the results that they have done manually.ĬalculatorHut is a hub of online scientific and non-scientific calculators and will answer all of your online calculation needs for free. CalculatorHut’s online free displacement calculator will help in calculating displacement easily. Students find the calculation of displacement indispensable as a part of their assignments. How CalculatorHut’s displacement calculator helps you? But with the help of displacement value, you can never find out the path that the particle has travelled to reach its final point. When you know distance, you can have the idea of the path in which the particle travelled.Numerically, to calculate distance, you can multiply speed and time taken while to obtain displacement, you need to multiply velocity and time.Distance is a scalar quantity and is represented as ‘d’ and displacement is a vector represented by ‘s’.But displacement is only one unique path between the two given points. Distance can be covered by travelling on any path between two given points. ![]() But for calculating distance, no reference points are needed. ![]() Because it is with respect to that point, the displacement is calculated. To calculate displacement, you need a reference point.Displacement can be equal, greater than or lesser than distance.Displacement is the net length that the particle travelled between its starting and final points.Distance is the actual length that a particle travelled from its initial point.Key points about Distance and Displacement The shortest distance between two points is a straight line. It is only the sum of the total lengths of the paths in which the particle travels, irrespective of the direction. It means distance is not dependent on direction or it is a scalar quantity. How about the distance in this case? It would be 30 + 5 = 35m. Thus displacement is dependent on direction or a vector quantity. How about if it travels in the upward direction to A for a distance of 5m? Then its final displacement would be -5m. ![]() The total displacement of the particle from its initial position is Zero because it finally reached the place where it started from. The total distance it travelled is the perimeter of the rectangle as shown, i.e., 10 + 5 + 10 + 5 = 30m If a particle started from A and travels through B, C and D in the clockwise direction and again reaches A, then: But, it has travelled a distance equal to one wavelength. Thus, after the particle completes one full cycle, the net displacement of the particle from the mean position is zero. Every particle moves a certain distance from the mean position up and down or in positive and negative directions. Confused how? Let’s see.Ĭonsider the case of particles travelling in the form of a uniform wave. What else do you need to know about distance and displacement?ĭistance can be always positive while displacement can be zero, positive or negative.
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