Answer:
The concepts of uniform velocity and nonuniform velocity pertain to how an object's velocity changes (or doesn't change) over time. Here are the differences:
### Uniform Velocity:
- **Definition**: An object is said to have a uniform velocity if it covers equal distances in equal intervals of time, irrespective of how small these intervals are.
- **Characteristics**:
- The magnitude and direction of the velocity remain constant.
- The object moves in a straight line at a constant speed.
- There is no acceleration, as the velocity is not changing.
- **Graphical Representation**: On a distance-time graph, uniform velocity is represented by a straight line with a constant slope.
### Nonuniform Velocity:
- **Definition**: An object is said to have a nonuniform velocity if it covers unequal distances in equal intervals of time or changes direction while moving.
- **Characteristics**:
- The magnitude and/or direction of the velocity change.
- The object may speed up, slow down, or change direction.
- There is acceleration (positive or negative) or change in direction because the velocity is changing.
- **Graphical Representation**: On a distance-time graph, nonuniform velocity is represented by a curve, indicating the change in distance covered over time.
### Summary:
- **Uniform Velocity**: Constant speed and direction (no change in velocity).
- **Nonuniform Velocity**: Variable speed and/or direction (change in velocity).
plzz mark me as branliest
