To analyze this situation, we need to understand what each segment of the velocity versus time graph represents.
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Segment B: This segment indicates that the object has a positive, constant velocity. Because the line is horizontal and above the time axis, the velocity remains relatively constant and positive.
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Segment E: This segment shows that the object has zero velocity, and it is also a horizontal line on the time axis (indicating that the object is at rest).
Next, let’s consider the possible responses:
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Velocity: In segment B, the object has a positive velocity, while in segment E, the velocity is zero. Thus, velocity would not be equal for these segments.
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Acceleration: In segment B, since the velocity is constant (the line is horizontal), the acceleration is zero (there’s no change in velocity). Similarly, in segment E, since the velocity is also constant at zero, the acceleration is also zero. Thus, acceleration is equal both segments.
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Net Force: According to Newton’s second law (F = ma), if the acceleration is zero, the net force acting on the object would also be zero. Therefore, net force would be equal in both segments as well.
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Mass: The mass of the object does not change over time, so it is constant, but the question asks about values that would likely be equal specifically for segments B and E in relation to motion.
In conclusion, the correct response is acceleration, as it is zero in both segments B and E.