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The x and y displacement from the origin along standard orthogonal axes
According to http://mathworld.wolfram.com/RadiusVector.html the radius vector (often written as r hat, or the letter r with a carrot ^ over it) is just the distance from the origin to the point of interest. So the magnitude is the distance between the point and the origin, and the direction is the direction from the origin to the point.
*-----160km------*|......................./|...................../x................../|.............90km|.............../|............./|.........../|........./|......./|...../|.../*/it's not to scale, but that's your model... now you use Pythagorean Theoremx^2+160^2=90^2x^2=-17500x=the square root of -17500
It is the one to the lower left of the Origin - or in the South West direction.
In a coordinate system, it represents the distance from the origin in the positive direction of the x-axis.
The displacement of an object that moves from the origin to a position at -12m is -12m. Displacement is a vector quantity that represents the shortest distance and direction from the initial to the final position of an object. In this case, the negative sign indicates that the final position is in the opposite direction from the origin.
That term is called "displacement." It refers to the change in position of an object, characterized by both direction and distance from its origin point.
The displacement made by the stranger from the origin to the Mini store is 5 blocks north and 3 blocks east. This can be represented by a vector with a magnitude of 5 blocks and a direction of 37 degrees north of east.
the origin is define as the point (0,0) it means no motion or no displacement
To calculate distance from a velocity time graph, find the area under the velocity-time curve. If the graph is above the time axis, sum the areas of each individual shape formed between the curve and the time axis. If the graph is below the time axis, subtract the areas of the shapes below the time axis from the areas above the time axis.
By the tectonic plates slipping which caused a displacement of water.
Constant velocityZero acceleration and/or Moving object
In mathematics, a vector is a quantity that has both magnitude and direction. When discussing the location of a point in space, a vector can be used to describe the displacement from an origin point to that location. Therefore, the location of a point and its vector are related in terms of specifying both where the point is and in what direction it is positioned from a reference point.
You cannot because a dispacement-time graph is concerned only with motion in a radial direction; any motion in a transverse direction is completely ignored. For example, an object circling the origin at a fixed distance, even with a variable speed, is always at the same distance from the origin. So the displacement-time graph will be a straight line whose height is the radial distance. A straight line in the distance-time graph is to be interpreted as no motion! Really?!The average velocity in the radial direction is the final displacement minus the starting [initial] displacement, all divided by the difference in time between the two points. The instantaneous velocity in the radial direction is the slope [gradient] of the graph at the point in question.
That the component of the velocity towards or away from the origin is zero. You can infer nothing at all about its overall velocity since it could be travelling in a transverse direction at any velocity.
Yes, they can be of the same magnitude and direction.
The graph of force versus displacement for an elastic spring is a straight line through the origin due to Hooke's law, which states that the force applied is directly proportional to the displacement of the spring. As the displacement increases, the force required to maintain that displacement also increases linearly.