A particle of specific charge α enters region with a uniform magnetic field →B=−B0^k with velocity →V=V0^i from origin. If the value of α is π3,B0=1 T and V0=2 m/s, then the position vector of particle w.r.t origin at t=1 sec will be:

A particle of specific charge α enters region with a uniform magnetic

1.	A particle of specific charge α enters region with a uniform magnetic field →B=−B0^k with velocity →V=V0^i from origin. If the value of α is π3,B0=1 T and V0=2 m/s, then the position vector of particle w.r.t origin at t=1 sec will be:
Answer» A particle of specific charge $α$ enters region with a uniform magnetic field $\to B = - B_{0}^k$ with velocity $\to V = V_{0}^i$ from origin. If the value of $α$ is $\frac{π}{3}, B_{0} = 1 T$ and $V_{0} = 2 m/s$ , then the position vector of particle w.r.t origin at $t = 1 sec$ will be:

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A particle of specific charge α enters region with a uniform magnetic field →B=−B0^k with velocity →V=V0^i from origin. If the value of α is π3,B0=1 T and V0=2 m/s, then the position vector of particle w.r.t origin at t=1 sec will be:

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