[" A student writes four different expressions for the displacement y in a periodic motion as afunction of time "],[t,a" as amplitude,"T" as time period.Which of the following can be correct? "],[[" (A) "y=aT sin(2 pi t)/(T)," (B) "y=a sin Vt],[cos(2 pi t)/(T)," (B) "y=a sin Vt]],[" cos "(2 pi t)/(T)]

A student writes four different expression for the displacement y in a period motion y = a sin"(2 pi r)/(T) y = a sin vt y = (a)/(t) sin"(t)/(a) y = (a )/(sqrt(2))[sin'(2 pi r)/(T)+ cos '(2 pi r)/(T)] where a is maximum displacement , x is the speed and T is the time period then dimensionally.

A book with many printing errors contains four different expressions for the displacement 'y' of a particle executing simple harmonic motion. The wrong formula on dimensional basis (i) y=A sin (2pi t//T) (ii) y=A sin (Vt) (iii) y=A//T sin (t//A) (iv) y=(A)/(sqrt(2))(sin omega t+cos omega t)

A book with many printing errors contains four different expressions for the displacement 'y' of a particle executing simple harmonic motion. The wrong formula on dimensional basis (i) y=A sin (2pi t//T) (ii) y=A sin (Vt) (iii) y=A//T sin (t//A) (iv) y=(A)/(sqrt(2))(sin omega t+cos omega t)

A simple harmonic motion is represented by : y = 5(sin 3pi t + sqrt(3) cos 3pi t)cm The amplitude and time period of the motion are :

A book with many printing errors contains four different forumlae for the displacement y of a particle undergoing a certain periodic motion : (i) y = a sin (2pi t)/(T) (ii) y = a sin upsilon t (iii) y = (a)/(T) sin (t)/(a) (iv) y= (a)/(sqrt2)[sin(2pi t)/(T) + cos (2pi t)/(T)] Here, a is maximum displacement of particle, upsilon is speed of particle, T is time period of motion. Rule out the wrong forumlae on dimensinal grounds.

Find time period of the function, y=sin omega t + sin 2omega t + sin 3omega t

Find time period of the function, y=sin omega t + sin 2omega t + sin 3omega t

A SHM motion is represented by y=3sin2 pi t+4sin(2 pi t+(pi)/(6))+4sin(2 pi t+(5 pi)/(6))cm. The amplitude and time period of motion are ?

A book with printing error contains four different formulae for displacement. Choose the correct formula/formulae (a) y = a sin (2pi)/(T)t (b) y = a sin vt (c) y = a/T sin (t/a) (d) y = a/T (sin (2pi)/(T) t + cos (2pi)/(T) t)