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The constant acceleration
the slope would be speed.
A distance time graph would show the distance traveled.
acceleration.
A straight slanted slope on a velocity-time graph indicates that the object is moving with a constant acceleration.
-- The distance/time graph for an object in uniform motion is a straight line,which may be sloped.-- The distance/time graph for an object in non-uniform motion may be a linethat isn't straight. But even if the graph is a straight line, that's not enoughto guarantee that the object's motion is uniform ... the distance/time graphreveals the object's speed, but not the direction of its motion.
the distance time graph will show a linear or a straight line
the distance time graph will show a linear or a straight line
object is at rest
The constant acceleration
the slope would be speed.
If the line is parallel to the time axis, this means that the distance is not changing, so the object is not moving.
A distance time graph would show the distance traveled.
you can show motion by distance against time
the object is not moving
A distance-time graph for an object moving at a constant velocity will be a straight line - the gradient of the line corresponds to the velocity. Non-uniform motion will cause the gradient of the line to change.
If the motion of the object in in n-dimensional space, then an n+1 dimensional graph, in which one axis shows the time and the remaining n dimensions are the coordinates of the object at that point in time. The wrong answer is a distance-time graph, since that does not show any radial motion. An object going round in a circle around the origin is at a constant distance and so a distance-time graph would show no motion which is certainly not true.