PATH OF MOVING CHARGE

ANALYSIS OF MAGNETIC EFFECT FORCE ON MOVING CHARGE|ANALYSIS OF PATH OF CHARGE IN MAGNETIC FIELD|

PATH OF A CHARGED PARICLE IN MAGNETIC FIELD (HELIX)

PATH OF A CHARGED PARTICLE IN MAGNETIC FIELD (CIRCULAR)

PATH OF CHARGE IN COMBINED MAGNETIC AND ELECTRIC FIELD

Magnetic Force on Charge||Path OF Charge Particle Moving Perpendicular to Magnetic Field||Charge Particle Moving Along Magnetic Field

Introduction OF Magnetic Field || Oersted Experiment & Magnetic Field Direction || Force on a Moving Charge || Formula OF Force on Moving Charge || Rules for Direction OF Force on Moving Charge

Magnetic Force on Charge||Path of Charged Particle Moving Perpendicular to Magnetic Field||Charged Particle Moving Along Magnetic Field

STATEMENT-1: It is possible for a charged particle to move in a circular path around a uniformly charged long conductor. STATEMENT-2: The electrostatic force on the moving particle is directed towards the conductor.

For two points A and B in an electric field, if DeltaW is work done in taking a test charge q ' from A to B, DeltaU = V_(B) - V_(A) is charge in potential energy of a rest charge when it is moved from A to B . DeltaV = V_(B) - V_(A) is charge in potential due to field if we move along path AB from A to B and ds is differential displacement along path AB . Then, which of the following options is correct ?