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Let we bar and bar denote the velocity and acceleration of a body respectively then option A can be non zero when we bar is zero option B A must be zero when we bar is zero option c a bar maybe 0 when we were is not equals to zero a bar must be zero where we bar is constant

Question

Let we bar and bar denote the velocity and acceleration of a body respectively then option A can be non zero when we bar is zero option B A must be zero when we bar is zero option c a bar maybe 0 when we were is not equals to zero a bar must be zero where we bar is constant

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Solution

To answer the question, let's break down the given options and statements:

Option A: "A can be non-zero when we bar is zero." This option suggests that the acceleration (a bar) can have a non-zero value even when the velocity (v bar) is zero. In other words, the body can be accelerating even when it is not moving.

Option B: "A must be zero when we bar is zero." This option states that the acceleration (a bar) must be zero when the velocity (v bar) is zero. In other words, if the body is not moving, it cannot have any acceleration.

Option C: "A bar maybe 0 when we were is not equals to zero." This option suggests that the acceleration (a bar) can be zero when the velocity (v bar) is not equal to zero. In other words, the body can have zero acceleration even when it is moving.

Option D: "A bar must be zero where we bar is constant." This option states that the acceleration (a bar) must be zero when the velocity (v bar) is constant. In other words, if the body is moving at a constant velocity, it cannot have any acceleration.

Based on the given options and statements, the correct answer would be Option B: "A must be zero when we bar is zero." This is because when the velocity is zero, the body cannot have any acceleration.

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