A positively charged particle having charge q and mass m moving with velocity v0^i enters a region in which magnetic field →B=−B0^k exists. The magnetic field region extends from x=0 to x=d. Then the time spent by the particle in magnetic field if d is equal to 1.5mvqB

A positively charged particle having charge q and mass m moving with v

1.	A positively charged particle having charge q and mass m moving with velocity v0^i enters a region in which magnetic field →B=−B0^k exists. The magnetic field region extends from x=0 to x=d. Then the time spent by the particle in magnetic field if d is equal to 1.5mvqB
Answer» A positively charged particle having charge $q$ and mass $m$ moving with velocity $v_{0}^i$ enters a region in which magnetic field $\to B = - B_{0}^k$ exists. The magnetic field region extends from $x = 0$ to $x = d$ . Then the time spent by the particle in magnetic field if $d$ is equal to $\frac{1.5 m v}{q B}$

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A positively charged particle having charge q and mass m moving with velocity v0^i enters a region in which magnetic field →B=−B0^k exists. The magnetic field region extends from x=0 to x=d. Then the time spent by the particle in magnetic field if d is equal to 1.5mvqB

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