the slope of distance time graph gives us velocity but when the body is at rest it will be zero
To determine the speed of a body from a distance-time graph when the body starts from rest, you can find the slope of the graph. The slope of a distance-time graph represents the speed of the body. A steeper slope indicates a higher speed, while a shallower slope indicates a lower speed.
A slope of zero or a horizontal line on a distance-time graph represents an object at rest, not moving. This indicates that the object is not changing its position over time.
If the distance is on the y axis and time is on the x axis, a zero slope means that distance isn't changing over time.
if a body starts from rest and attain the velocity and this body have any time .so the acceleration is defined as *the rate of change of velocity*and the formula is a=vf-vi/t,and the unit is m/s*2.
If an object is at rest, its position versus time graph would be a straight horizontal line at the position value where the object is located. The slope of this line would be zero, indicating no change in position over time.
To determine the speed of a body from a distance-time graph when the body starts from rest, you can find the slope of the graph. The slope of a distance-time graph represents the speed of the body. A steeper slope indicates a higher speed, while a shallower slope indicates a lower speed.
A slope of zero or a horizontal line on a distance-time graph represents an object at rest, not moving. This indicates that the object is not changing its position over time.
The slope of a straight line on a distance vs. time graph represents the speed (or velocity) of the object. A steeper slope indicates a higher speed, while a flatter slope indicates a lower speed. If the line is horizontal, it means the object is at rest, with no change in distance over time.
about a hour
It is not possible to sketch anything using this browser. The speed of a body cannot be determined from a distance-time graph. The slope of the graph is a measure of the radial velocity - that is the speed directly towards or directly away from the starting point. However, there is absolutely no information of any motion in a transverse direction. Since motion in this direction cannot be assumed to be 0, the distance-time graph cannot be used to determine speed.
If the distance is on the y axis and time is on the x axis, a zero slope means that distance isn't changing over time.
An object at rest is represented on a distance vs. time graph as a horizontal line. This indicates that there is no change in distance over time, meaning the object's position remains constant. The slope of the line is zero, reflecting that the speed of the object is also zero.
The slope of a straight line on a distance vs. time graph represents the speed or velocity of the object. A positive slope indicates that the object is moving away from the starting point, while a negative slope indicates it is moving back toward the starting point. The steeper the slope, the greater the speed. If the line is horizontal, it indicates the object is at rest.
A horizontal slope on a distance-versus-time graph indicates that the object is at rest, meaning it is not changing its position over time. The distance remains constant while time progresses, reflecting no motion. This signifies that the object has zero velocity during that period.
The speed of an object on a distance-time graph is determined by the slope of the line. A steeper slope indicates a higher speed, while a flatter slope indicates a lower speed. If the line is horizontal, it means the object is at rest, showing zero speed. The speed can be calculated by taking the change in distance divided by the change in time (rise over run).
It means there is no velocity - it is at rest and nothing is moving. The slope of the line is velocity - a horizontal line is zero slope = zero velocity
distance = speed x time the speed is the slope of the line which if parallel to X axis is zero - that means speed = 0 and distance is not changing with time, so the object is at rest ( not moving) relative to the observer