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What variable does slope represent in a velocity vs time graph?

Updated: 8/9/2023
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AnandaAdhikariVEVO

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12y ago

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The Physical quantity that the slope of velocity time graph show is:

negative acceleration otherwise retardation.

If the velocity of the body is decreasing then the body is said to have negative acceleration (-ve) or retardation.

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12y ago
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10y ago

Radial acceleration.

The velocity time graph usually shows only radial velocity. That is the component of the velocity in the direction towards or away from the reference point (the origin). It does not record information on any transverse component.

It may be easier to understand this argument in the context of a distance time graph. What is the graph of an object going around the origin at a constant speed? The distance is the same all the time and so the graph will be a flat line. But a flat line is supposed to mean the object is stationary! The problem is that it is moving but not in the radial direction - not towards or away from the origin. The distance time graph therefore does not register any movement and so the object is shown to be stationary.

Radial acceleration.

The velocity time graph usually shows only radial velocity. That is the component of the velocity in the direction towards or away from the reference point (the origin). It does not record information on any transverse component.

It may be easier to understand this argument in the context of a distance time graph. What is the graph of an object going around the origin at a constant speed? The distance is the same all the time and so the graph will be a flat line. But a flat line is supposed to mean the object is stationary! The problem is that it is moving but not in the radial direction - not towards or away from the origin. The distance time graph therefore does not register any movement and so the object is shown to be stationary.

Radial acceleration.

The velocity time graph usually shows only radial velocity. That is the component of the velocity in the direction towards or away from the reference point (the origin). It does not record information on any transverse component.

It may be easier to understand this argument in the context of a distance time graph. What is the graph of an object going around the origin at a constant speed? The distance is the same all the time and so the graph will be a flat line. But a flat line is supposed to mean the object is stationary! The problem is that it is moving but not in the radial direction - not towards or away from the origin. The distance time graph therefore does not register any movement and so the object is shown to be stationary.

Radial acceleration.

The velocity time graph usually shows only radial velocity. That is the component of the velocity in the direction towards or away from the reference point (the origin). It does not record information on any transverse component.

It may be easier to understand this argument in the context of a distance time graph. What is the graph of an object going around the origin at a constant speed? The distance is the same all the time and so the graph will be a flat line. But a flat line is supposed to mean the object is stationary! The problem is that it is moving but not in the radial direction - not towards or away from the origin. The distance time graph therefore does not register any movement and so the object is shown to be stationary.

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10y ago

Radial acceleration.

The velocity time graph usually shows only radial velocity. That is the component of the velocity in the direction towards or away from the reference point (the origin). It does not record information on any transverse component.

It may be easier to understand this argument in the context of a distance time graph. What is the graph of an object going around the origin at a constant speed? The distance is the same all the time and so the graph will be a flat line. But a flat line is supposed to mean the object is stationary! The problem is that it is moving but not in the radial direction - not towards or away from the origin. The distance time graph therefore does not register any movement and so the object is shown to be stationary.

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12y ago

The slope of a velocity-versus-time graph represents the acceleration of the object.

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14y ago

The slope of velocity with respect to time represents acceleration.

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12y ago

Acceleration.

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12y ago

The acceleration.

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Q: What variable does slope represent in a velocity vs time graph?
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Related questions

In position vs. time graph what variable does slope represent?

The slope of a line on a position vs. time graph would represent the a velocity of the object being described.


What does a slope of a time graph represent?

The slope of a velocity-time graph represents acceleration.


What does the slope of a speed-time graph represent?

The slope of a velocity-time graph represents acceleration.


What does slope of a speed time graph represent?

The slope of a velocity-time graph represents acceleration.


What physical property does the slope of a velocity time graph represent?

velocity.


What does the slope of a curve represent on a velocity-versus-time graph represent?

The slope of the speed/time graph is the magnitude of acceleration. (It's very difficult to draw a graph of velocity, unless the direction is constant.)


What does the slope of distance versus time graph represent physically?

Tangent of the slope at any point = velocity


What does the slope of the curve on a velocity time graph represent?

The rate of Change in acceleration.


What does the slope of distance-versus-time graph represent physically?

instantaneous magnitude of velocity


What does the slope of they curve on a velocity-versus-time graph represent?

The rate of change in accelleration.


What does the slope of a time vs distance graph equal?

Slope of time Vs distance graph gives the inverse of velocity.


Does the slope of a position time graph represent average velocity or rate of change of velocity?

The tangent at a point on the position-time graph represents the instantaneous velocity. 1. The tangent is the instantaneous slope. 2. Rather than "average" velocity, the slope gives you "instantaneous" velocity. The average of the instantaneous gives you average velocity.