A particle of mass m and charfe Q is placed in an electric filed W which varies with time t as E = `E_(0) sin omegat`. It will undergo simple harmonic motion of amplitude.

A particle of mass m and electric charge Q is just placed in a horizontal electric field vecE which varies with time 't' as vecE = E_(0) sin omega t hati . ( hati is unit vector along the x-axis E_(0) & omega are positive constants).The particle will undergo simple harmonic motion of amplitude (neglect effects of gravitational field)

A charged particle of mass m and charge q is released from rest in an electric field of constant magnitude E . The kinetic energy of the particle after time t is

The phase (at a time t) of a particle in simple harmonic motion tells

A particle moves on the X- axis according to the equation x = x_(0) sin^(2)omegat . The motion is simple harmonic

A particle moves on the x -axis according to the equation x=x_(0)sin2 omega t .The motion is simple harmonic ?

The graphs in fugure show that a quantity Y varies with displacement d in a system undergoing simple harmonic motion. (I) , The time

What is the time period for the function f(t) = sin omegat + cos omega t may represent the simple harmonic motion ?

A particle executing simple harmonic motion along y -axis has its motion described by the equation y = A sin (omega t )+ B . The amplitude of the simple harmonic motion is

A particle performing simple harmonic motion having time period 3 s is in phase with another particle which also undergoes simple harmonic motion at t=0 . The time period of second particle is T (less that 3s). If they are again in the same phase for the third time after 45 s, then the value of T will be