A speed-time graph is used to describe the speed of an object and calculate its acceleration
Constant acceleration on a speed-time graph
If an object is moving at a constant acceleration, the speed-time graph will be a straight line
If the constant acceleration is zero, the line will be horizontal
If the constant speed is non-zero, the line will have a gradient
If an object has an acceleration of zero, the object is travelling at a constant velocity
Its velocity is not changing over time
If the constant speed is zero, then the object is stationary
The gradient of a speed-time graph represents the object's acceleration
A steeper slope, or a higher gradient, represents a greater acceleration
A shallower slope, or a lower gradient, represents a slower acceleration
If the gradient is positive, the line slopes upward
A positive gradient represents an increasing speed, or acceleration
If the gradient is negative, the line slopes downward
A negative gradient represents a decreasing speed, or deceleration








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How can you use a speed-time graph to analyze motion with constant acceleration?
What are some common mistakes to avoid when interpreting speed-time graphs?
How can speed-time graphs be used in real-life applications, such as in transportation or sports?
What is the significance of a negative slope on a speed-time graph?
5. What does the area under a speed-time graph represent?