The displacement - time graph of a particle moving with respect to a fixed point is a straight line and is not parallel to X axis. Then the necessary conclusion we can infer from this statement is that:

The object is stationary with zero velocity

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The acceleration of the object is zero

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Both the above

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None of the above

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Solution

The correct option is C The acceleration of the object is zero
The slope of the displacement-time graph would be a constant. Thus, the velocity is constant and acceleration would be zero as there is no rate of change of velocity.

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The displacement - time graph of a particle moving with respect to a fixed point is a straight line and is not parallel to X axis. Then the necessary conclusion we can infer from this statement is that:

The correct option is C The acceleration of the object is zeroThe slope of the displacement-time graph would be a constant. Thus, the velocity is constant and acceleration would be zero as there is no rate of change of velocity.

The correct option is C The acceleration of the object is zero
The slope of the displacement-time graph would be a constant. Thus, the velocity is constant and acceleration would be zero as there is no rate of change of velocity.