why The author chooses to define Δ2 as C's additional displacement beyond that of B ? why can't the author define the displacement at C = Δ2 only ??haruspex said:
If you follow through the equations, some of them turn out simpler with the author's choice. Whether it is simpler overall I have not tried to determine.fonseh said:
Displacement in a frame refers to the distance and direction of an object's change in position within a given frame of reference. It is typically measured in units of length, such as meters or feet, and is represented by a vector quantity.
Displacement in a frame is calculated by subtracting the initial position of an object from its final position. This calculation takes into account both the magnitude (distance) and direction of the displacement, resulting in a vector quantity.
Displacement and distance are often used interchangeably, but they have different meanings. Distance refers to the total path traveled by an object, while displacement only considers the change in position from the starting point to the ending point.
Some examples of displacement in a frame include a car traveling from one city to another, a person walking a certain distance in a specific direction, and a ball being thrown from one point to another. In each of these cases, the displacement would be the difference between the starting and ending points.
Displacement in a frame is important in science because it helps us understand an object's motion and position in relation to a chosen frame of reference. It allows us to accurately measure and analyze an object's movement and track changes in its position over time.
