The displacement-time graph of a moving object is a straight line. Then,
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then , we can say that th displacement is decrasing ot increasing uniformly, means that the rate of change of displacement (velocity) is contant /uniform
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When a displacement -time graph is a straight line, two things can happen, either it is a positive slope straight line or it is a horizontal line.
Explanation:
Case 1: Horizontal line
- A slope in displacement-time graph gives velocity.
- A horizontal line in displacement-time graph is a line with zero slope.
- Here, the displacement is constant as time passes. There is no change in displacement with time.
- Body is stationary i.e. at rest because the velocity is zero.
Case 2: Increasing slope line
- A slope in displacement-time graph gives velocity.
- A linear inclined line in displacement-time graph is a line with positive slope.
- Here, the displacement is increasing uniformly with time.
- Body is moving with uniform velocity as the slope is a straight line and is positive.
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