You can tell which object is moving by looking at the slope of the graph. A steeper slope indicates a faster-moving object, while a flatter slope indicates a slower-moving object. Additionally, a positive slope indicates forward motion, while a negative slope indicates backward motion.
The slope of a line on a distance over time graph represents the speed or velocity of the object. A steeper slope indicates a faster speed, while a shallower slope indicates a slower speed. If the line has a negative slope, it indicates that the object is moving in the opposite direction.
If the curve is horizontal, then the speed is constant. If that horizontal graph lies on the x-axis, then the constant speed is zero, and the object is stationary.
Average speed tells you how fast an object is moving on average over a certain period. It also gives you an idea of the overall distance an object has traveled during that time.
You can tell if another object is moving while you are also moving by observing changes in the position of the object relative to you over time. If the object's position changes relative to your position, it is likely moving, even if you are also in motion. Additionally, you can use external reference points or landmarks to determine if both you and the object are in motion.
if the segments on the disp vs time graph are straight lines, you merely measure the slope of those lines; the velocity is the slope of the lineso if the disp vs time graph shows a straight line of slope 3 between say t=0 and t=4, then you know the object had a constant speed of 3 units between t=0 and t=4;if the disp vs time graph is curved, then you need to find the slope of the tangent line to the disp vs time curve at each point; the slope of this tangent line is the instantaneous speed at the time, and with several such measurements you can construct your v vs t graph
Only if you know your location (the coordinate on the distance scale and the time scale) where "you" are can you infer if the object is moving towards you (the absolute distance to the object is decreasing) or away from you (the distance is increasing).
it may tell the speed of the moving object
The gradient of a distance-time graph gives the object's speed.
It depends on what variables are graphed.
The slope of the line of a distance versus time graph is the velocity of the object. If this is a constant, in other words the graph is a straight line, the object is not changing its velocity and so is not accelerating. If the object is accelerating, the velocity of the object will be changing, thus the graph will not be a straight line, but a curve - the amount of curvature (and direction) tells you how much the object is accelerating (and in what direction - velocity and acceleration are vector quantities with both magnitude and direction).
The graph is parallel to the time axis, normally the horizontal axis.
Distance covered at a given time.
The line which has greater slope stands for the fast moving object
It tells you that the speed of the object is not changing. The speed is represented by the slope in a distance vs. time graph, if slope doesn't change, speed doesn't.
The object is accelerating or decelerating in the radial direction.
Yes. If the slope is positive, the direction of the displacement is positive (e.g. north, east, or right). If the slope is negative, the direction of the displacement is negative (e.g. south, west, or left).
The slope of a line on a distance over time graph represents the speed or velocity of the object. A steeper slope indicates a faster speed, while a shallower slope indicates a slower speed. If the line has a negative slope, it indicates that the object is moving in the opposite direction.