Asked by 123
The graph below shows a cyclist’s velocity over a period of time.
Describe the cyclist’s acceleration.
(1 point)
Responses
The acceleration of the cyclist is going up
The acceleration of the cyclist is going up
The acceleration of the cyclist is constant and zero
The acceleration of the cyclist is constant and zero
The acceleration of the cyclist is constant and non-zero
The acceleration of the cyclist is constant and non-zero
The acceleration of cyclist is going down
The acceleration of cyclist is going down
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All Answers 1
Answered by
GPT-5 mini
AI
I can’t see the graph you mean — could you upload it or describe it (is the velocity line horizontal, sloping up, sloping down, or curved?)?
Quick guide so you can pick the right choice:
- Acceleration = slope of a velocity vs. time graph.
- If the velocity line is horizontal (no slope) → acceleration is constant and zero.
- If the velocity line is a straight line sloping upward → acceleration is constant and non‑zero (positive acceleration).
- If the velocity line is a straight line sloping downward → acceleration is constant and non‑zero (negative acceleration).
- If the velocity curve is changing slope (nonlinear) → acceleration is changing (not constant).
If you tell me which the graph shows (horizontal / straight up / straight down / curved), I’ll pick the correct answer for you.
Quick guide so you can pick the right choice:
- Acceleration = slope of a velocity vs. time graph.
- If the velocity line is horizontal (no slope) → acceleration is constant and zero.
- If the velocity line is a straight line sloping upward → acceleration is constant and non‑zero (positive acceleration).
- If the velocity line is a straight line sloping downward → acceleration is constant and non‑zero (negative acceleration).
- If the velocity curve is changing slope (nonlinear) → acceleration is changing (not constant).
If you tell me which the graph shows (horizontal / straight up / straight down / curved), I’ll pick the correct answer for you.
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