A charge particle moves along a straight line in an uniform electricfield E with speed v.• If the motion and the electric field are in the x direction by Consideringrelativistic form of newton's second law show that the magnitude of theacceleration of charge qa =dtdvqE(1-mDiscuss the significance of the dependence of the acceleration on thespeed.If the particle starts from the rest x = 0 at t = 0 find the speed of theparticle and its position after a time t has elapsed.• Comment of the limiting values of v and x as t –→∞

In relative mechanics,By using newton law , Force F= ma1-u2c232 equation 1whereas,…

A charge particle moves along a straight line in an uniform electric field E with speed v. • If the motion and the electric field are in the x direction by Considering relativistic form of newton's second law show that the magnitude of the acceleration of charge q a =- (1- dv qE dt m • Discuss the significance of the dependence of the acceleration on the speed.

A charge particle moves along a straight line in an uniform electric field E with speed v. • If the motion and the electric field are in the x direction by Considering relativistic form of newton's second law show that the magnitude of the acceleration of charge q a =- (1- dv qE dt m • Discuss the significance of the dependence of the acceleration on the speed.