Physics

Physics

Problem

A particle of mass mm and charge qq moves with a constant velocity vv along the positive xx-direction. It enters a region containing a uniform magnetic field BB directed along the negative zz-direction, extending from x=ax = a to x=bx = b. The minimum value of vv required so that the particle can just enter the region x>bx > b is [2002S] a. qbBm\frac{qbB}{m} b. q(b−a)Bm\frac{q(b-a)B}{m} c. qaBm\frac{qaB}{m} d. q(b+a)B2m\frac{q(b+a)B}{2m}

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