The graph depicts an particle's velocity (in the x-direction) vs. time. At which points is the object's acceleration negative? (Check all that apply.) Group of answer choices C B D A E

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Chapter1: Units, Trigonometry. And Vectors
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The graph depicts an particle's velocity (in the x-direction) vs. time.  At which points is the object's acceleration negative? (Check all that apply.)

 

Group of answer choices
C
B
D
A
E
 
 
 
The image depicts a velocity-time (v-t) graph illustrating the changes in velocity over time. The graph is a smooth curve with labeled points A, B, C, D, and E.

- **Axes**: The vertical axis (y-axis) represents velocity (v), and the horizontal axis (x-axis) represents time (t).

- **Curve Behavior**:
  - The curve starts above the horizontal axis, showing a positive velocity.
  - It reaches a maximum point at **A**, which indicates the highest positive velocity.
  - Moving from **A** to **B**, the velocity decreases, indicating deceleration.
  - At **B**, the curve continues to slope downwards, showing further deceleration.
  - At point **C**, the curve crosses the horizontal axis, indicating a transition from positive to negative velocity.
  - The curve then dips further below the axis, reaching a minimum point at **D**, indicating the highest negative velocity.
  - After point **D**, the curve begins to rise, moving towards zero velocity.
  - At point **E**, the curve is still below the axis but starts ascending, showing a decrease in negative velocity.

This graph represents a wave-like motion, suggestive of oscillatory or periodic velocity changes. The transition points (crossing the horizontal axis) at **C** and **E** indicate moments when the velocity is zero, signaling a change in direction.
Transcribed Image Text:The image depicts a velocity-time (v-t) graph illustrating the changes in velocity over time. The graph is a smooth curve with labeled points A, B, C, D, and E. - **Axes**: The vertical axis (y-axis) represents velocity (v), and the horizontal axis (x-axis) represents time (t). - **Curve Behavior**: - The curve starts above the horizontal axis, showing a positive velocity. - It reaches a maximum point at **A**, which indicates the highest positive velocity. - Moving from **A** to **B**, the velocity decreases, indicating deceleration. - At **B**, the curve continues to slope downwards, showing further deceleration. - At point **C**, the curve crosses the horizontal axis, indicating a transition from positive to negative velocity. - The curve then dips further below the axis, reaching a minimum point at **D**, indicating the highest negative velocity. - After point **D**, the curve begins to rise, moving towards zero velocity. - At point **E**, the curve is still below the axis but starts ascending, showing a decrease in negative velocity. This graph represents a wave-like motion, suggestive of oscillatory or periodic velocity changes. The transition points (crossing the horizontal axis) at **C** and **E** indicate moments when the velocity is zero, signaling a change in direction.
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