A particle is moving in a straight path with an acceleration a=bn, where b is a positive constant (n≠−1). Assuming particle is at rest at origin at t=0, the relation between the velocity and the position(r) of the particle at time t=1 s is (Assume SI units)

A particle is moving in a straight path with an acceleration a=bn, whe

1.	A particle is moving in a straight path with an acceleration a=bn, where b is a positive constant (n≠−1). Assuming particle is at rest at origin at t=0, the relation between the velocity and the position(r) of the particle at time t=1 s is (Assume SI units)
Answer» A particle is moving in a straight path with an acceleration $a = b n$ , where $b$ is a positive constant $(n \neq - 1)$ . Assuming particle is at rest at origin at $t = 0$ , the relation between the velocity and the position $(r)$ of the particle at time $t = 1 s$ is (Assume SI units)

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A particle is moving in a straight path with an acceleration a=bn, where b is a positive constant (n≠−1). Assuming particle is at rest at origin at t=0, the relation between the velocity and the position(r) of the particle at time t=1 s is (Assume SI units)

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