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What is the rate of displacement of a body called?
The rate of displacement of a body is called its velocity.
When distance covered by a body will be equal to displacement?
The distance covered by a body will be equal to its displacement when the body moves in a straight line without changing direction. This occurs when the body moves from one point to another point in a straight path, as the distance covered will be the same as the displacement between the initial and final positions.
What can you say about the motion of a body if its displacement time graph is a straight line?
If the displacement-time graph of a body is a straight line, it indicates that the body is moving with a constant velocity. The slope of the line represents the velocity of the body - a steeper slope indicates a higher velocity.
Is the distance covered by a body may be greater than the magnitude of displacement?
Yes, the distance covered by a body can be greater than the magnitude of displacement if the body moves along a curved path rather than a straight line. Distance is a scalar quantity that measures the total length of the path traveled, while displacement is a vector quantity that measures the shortest distance between the initial and final positions.
If the displacement of a body is proportional to square of time will the body be moving with uniform velocity or uniform acceleration?
Let us suppose that the displacement is given by, x = kt2 , where k is constant of proportionality. Therefore, velocity of the body, v = dx/dt = d(kt2)/dt = 2kt Since, velocity depends on time ,the body is not moving with uniform velocity.... Again, acceleration of the body, a = dv/dt = d(2kt)/dt = 2k As the acceleration is independent of time , the body is moving with uniform acceleration..
What is the rate of displacement of a body called?
The rate of displacement of a body is called its velocity.
Is the distance covered by a body may be greater than a magnitude of the displacement?
yes,displacement is the shortest distance covered by a body,so distance covered by a body may be greater than the displacement.
Is the displacement time graph of a body moving with uniform velocity always a straight line?
A displacement vs. time graph of a body moving with uniform (constant) velocity will always be a line of which the slope will be the value of velocity. This is true because velocity is the derivative (or slope at any time t) of the displacement graph, and if the slope is always constant, then the displacement will change at a constant rate.
When distance covered by a body will be equal to displacement?
The distance covered by a body will be equal to its displacement when the body moves in a straight line without changing direction. This occurs when the body moves from one point to another point in a straight path, as the distance covered will be the same as the displacement between the initial and final positions.
Differenties between speed n velocity?
speed =dist/time velocity=displacement/time difference is that velocity depicts the direction in which a body is moving as displacement is one of it"s attriebutes but speed does not
What can you say about the motion of a body if its displacement time graph is a straight line?
If the displacement-time graph of a body is a straight line, it indicates that the body is moving with a constant velocity. The slope of the line represents the velocity of the body - a steeper slope indicates a higher velocity.
Is the distance covered by a body may be greater than the magnitude of displacement?
Yes, the distance covered by a body can be greater than the magnitude of displacement if the body moves along a curved path rather than a straight line. Distance is a scalar quantity that measures the total length of the path traveled, while displacement is a vector quantity that measures the shortest distance between the initial and final positions.
When is velocity is constant?
when the body in motion covers equal displacement in equal intervals of time.
If the displacement of a body is proportional to square of time will the body be moving with uniform velocity or uniform acceleration?
Let us suppose that the displacement is given by, x = kt2 , where k is constant of proportionality. Therefore, velocity of the body, v = dx/dt = d(kt2)/dt = 2kt Since, velocity depends on time ,the body is not moving with uniform velocity.... Again, acceleration of the body, a = dv/dt = d(2kt)/dt = 2k As the acceleration is independent of time , the body is moving with uniform acceleration..
What is meant by average velocity of a body moving in a particular direction?
The average velocity of a body moving in a particular direction is the total displacement of the body divided by the total time taken to cover that displacement. It gives an overall sense of the object's movement in a specific direction over a period of time.
What is the ratio of total displacement of the body to the total time taken called?
The ratio of the total displacement of an object to the total time taken is called the average velocity. It gives an overall measure of how fast the object is moving in a given direction over a certain period of time.
Can you have zero displacement and nonzero velocity?
i will give u an illustration, consider an object projected (thrown)with some initial vertical velocity from the ground such that it traces a open downward parabolicpath, in that path the vertical displacement of the body from the point of projection to the point where it strikes the ground is equal to zero,but it have some velocity.
