If a body is moving with variable speed, then the only thing you can say about
its speed/time graph is that the graph is not a straight, horizontal line.
Distance-time graph will show a straight line with a positive slope. Speed-time graph will show a horizontal line at the uniform speed. Acceleration-time graph will show a horizontal line at a = 0.
The independent variable, in this case time, is on the horizontal axis of a speed graph.
The shape of the displacement-time graph for uniform motion is a straight line with a constant slope. This indicates that the object is moving at a constant speed in a straight line.
The distance vs. time graph of an object moving at a constant speed would be a straight line with a positive slope. This is because the distance covered by the object would increase uniformly with time as the object moves at a constant speed.
It represents the speed of a moving object at any time covered by the graph.
A straight line with a constant slope
If speed changes, then the speed/time graph has up/down curves in it.
The dependent variable.
The average speed can be calculated as the total distance traveled divided by the total time taken. The shape of the graph can affect the average speed by showing where the object is moving faster or slower. Steeper inclines on the graph indicate higher speeds, while flat sections indicate lower speeds, which can impact the overall average speed.
60 A.S apex :)
A constant rate on a graph is typically represented by a straight, diagonal line. This indicates that the change in one variable is consistent with respect to the change in another variable, such as time. For example, if you graph distance versus time for an object moving at a steady speed, the slope of the line remains constant, reflecting the constant rate of motion.
The distance time graph for a faster moving object has a smaller slope than the graph for a slower moving object - This is False