[" An electromagnetic wave travelling through a transparen "],[E_(x)(y,t)=E_(0x)sin2 pi[(y)/(5times10^(-7))-3times10^(14)t]" in SI units.Then "]

An electromagnetic wave travelling through a transparent medium is given by E_(x)(y,t)=E_(ax)sin2pi[y/(5xx10^(-7))-3xx10^(14)t] in SI unit then the refractive index of medium is,

An electromagnetic wave travelling through a transparent medium is given by E_(x)(y,t)=E_(ax)sin2pi[y/(5xx10^(-7))-3xx10^(14)t] in SI unit then the refractive index of medium is,

The electric field of an electromagnetic wave travelling through vacuum is given by the equation E=E_(0) sin (k x - omega t) . The quantity that is independent of wavelength is

Electric field of an electromagnetic wave travelling in vacuum is given by E = 20 sin ( kx - 6 xx 10^(8 ) t) what should the value of k in SI units ?

A transverse wave travelling on a taut string is represented by: Y=0.01 sin 2 pi(10t-x) Y and x are in meters and t in seconds. Then,

A transverse wave travelling on a taut string is represented by: Y=0.01 sin 2 pi(10t-x) Y and x are in meters and t in seconds. Then,

For a plane electromagnetic wave propagating along + X axis, electric field is E_(y)=48 sin{-10^(3)x + 10^(11)t} V/m. Find wavelength and frequency of above wave. Also write equation of corresponding magnetic field. (All values are in SI units).

Imagine an electromagnetic plane wave in vacuum whose electric field (in SI units) is given by E_(x) =10 ^(2) sin pi (3xx 10 ^(6) z -9 z10 ^(14) t ), E _(y) =0, E _(z) =0. The frequency and wavelength will be