Invisible displacements refer to movements or shifts that are not immediately noticeable or visible to the eye. This can occur in various contexts, such as changes in power dynamics, subtle alterations in a system, or hidden movements within a group or organization. These displacements may not be readily apparent but can have significant implications over time.
Displacements in opposite directions are combined by using vector addition. If the displacements have the same magnitude, they cancel each other out. If they have different magnitudes, the combined displacement is the difference between the two displacements in the direction of the larger displacement.
Displacements because displacements will tell your friend how far to go and which direction to go, while distances will only tell how far to go.
Displacements because displacements will tell your friend how far to go and which direction to go, while distances will only tell how far to go.
You use vectors.
Hardly at all, at small displacements or amplitudes. At larger displacements (larger angles), the period will get somewhat longer.
When you combine two displacements in opposite directions, you subtract their magnitudes. This means that the resulting displacement will be the difference between the magnitudes of the two displacements, with the direction of the larger displacement determining the overall direction of the combined displacement.
Sudden displacements along fault fissures can cause tremors and earthquakes.
To determine if two objects have equal displacements, compare the magnitudes and directions of their displacements. If the magnitudes (distances) and directions traveled by each object are the same, then their displacements are equal. Displacement is a vector quantity that takes into account both distance and direction.
Two displacements are equal when they have the same magnitude and direction. This means that if you were to represent the displacements as vectors, they would overlap perfectly in both length and orientation. Additionally, they can be considered equal regardless of the starting point, as long as the endpoints align as per the specified conditions.
To combine two displacements, you can use vector addition. If the displacements are represented as vectors, you add their corresponding components (i.e., the x and y components, if in two dimensions) to obtain a resultant displacement vector. The resultant's magnitude and direction can then be calculated using the Pythagorean theorem and trigonometry, respectively. Alternatively, you can graphically represent the displacements as arrows and use the head-to-tail method to find the overall displacement.
No, changing the order of displacements in a vector diagram does not affect the magnitude or direction of the resultant displacement. The resultant displacement depends only on the initial and final positions, not the order in which the displacements are added.
the largest possible resultant is if the two displacements are in the same direction, so resultant = 7 m (3+4=7) the minimum resultant is if they are in opposite directions, so minimum is 4-3= 1 m :D