The distance formula is
Example:
(1,1) and (3,2)
X1=1 X2=3
Y1=1 Y2=2
(3-1)2=4 and (2-1)2=1
4+1=5
The answer is going to be
the square root of 5
The answer is Displacement
When an object moves, it travels some distance. Distance depends on speed and time traveled.How far you get while traveling is the displacement. Displacement and distance are different.Displacement is the difference from the starting point to the ending point. It is a vector, the vector with direction towards the end point from the starting point and magnitude, the separation.Distance is a scalar, magnitude only, and that is what most people mean by how far they travel.
That's the magnitude of 'Displacement'.If you want the complete 'Displacement', you also have to includethe direction from Point-A to Point-B.
The object and image distance are interchangeable, because this gives rise to points of conjunction, a point on an object has a conjugate point on the image, both will yield the same value for f and it is a property of optical systems known as reversibility.
The distance and displacement are the same when the displacement is parallel to itself or straight. Displacement is a vector and distance is a real number or scalar. If an object is displaced around a circle the displacement is zero and the distance is 2pi r.
The distance and direction of an object from the starting point is called displacement. Displacement is a vector quantity that represents the straight line distance between the initial and final position of an object, along with the direction from the starting point to the endpoint.
Displacement.
Displacement.
The distance of an object from the starting point is the length between the current position of the object and the initial position. The direction is the orientation in which the object is situated in relation to the starting point, usually measured in terms of angles or cardinal directions.
The answer is Displacement
A displacement vector describes the length and direction of movement of an object from its starting point. It represents the straight-line distance and direction between the initial and final positions of the object.
The distance and direction an object changes in position from its starting point can be described using a vector quantity. The magnitude of the vector represents the distance traveled, while the direction specifies the angle in relation to a reference point. Together, these values provide a comprehensive description of the object's change in position.
Yes, distance is the total length of the path traveled from the starting point, while direction indicates the relative position of the final point in relation to the starting point.
The starting point of the distance of an object's change in position is the initial position of the object before it starts moving. This initial position serves as the reference point from which the distance is measured as the object moves.
The volume or weight of a fluid displaced by a floating body (as a ship) of equal weight
To find the displacement of an object, subtract the initial position from the final position. This will give you the distance and direction the object has moved from its starting point.
Displacement is distance combined with direction, indicating an object's final position relative to its starting point. It gives a straight-line measurement from the initial to the final location of an object, regardless of the path taken.