position time graph v-t and a-t graph

In a motion in a straight line (1D motion) graph, we typically represent various quantities like displacement, velocity, or acceleration as functions of time. There are several types of graphs related to straight-line motion:
1. Displacement-Time Graph (Position-Time Graph):
Slope: The slope of a displacement-time graph gives the velocity of the object. A steeper slope means higher velocity.
Straight Line: Constant velocity.
Curved Line: Changing velocity (acceleration).
Horizontal Line: No motion (velocity = 0).
2. Velocity-Time Graph:
Slope: The slope of a velocity-time graph represents acceleration.
Straight Line with Slope: Constant acceleration.
Horizontal Line: Constant velocity (zero acceleration).
Area Under Curve: The area under the velocity-time graph gives the displacement.
3. Acceleration-Time Graph:
Horizontal Line: Constant acceleration.
Area Under Curve: The area under the acceleration-time graph gives the change in velocity.
Would you like a detailed description of a specific graph type or more examples?