फलन `X = A sin^(2) omega t + B cos^(2) omega t + C sin omega t cos omega t ` द्वारा निरूपित सरल आवर्त गति प्रदर्शित करता है

x = A cos omega t + B sin omega t , the amplitude of this wire is:

If i_(1) = 3 sin omega t and i_(2) =6 cos omega t , then i_(3) is

Position of a particle varies as y = cos^(2) omega t - sin^(2) omega t . It is

Identify which of the following function represent simple harmonic motion. (i) Y = Ae^(I omega t) (ii) Y = a e^(- omega t) (iii) y = a sin^(2) omega t (iv) y = a sin omega t + b cos omega t (v) y = sin omega t + b cos 2 omega t

Identify which of the following function represent simple harmonic motion. (i) Y = Ae^(I omega t) (ii) Y = a e^(- omega t) (iii) y = a sin^(2) omega t (iv) y = a sin omega t + b cos omega t (v) y = sin omega t + b cos 2 omega t

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

The function x = A sin^2 (omega)t + B cos^2 (omega)t + Csin (omega)t cos (omega)t represent (SHM) for which of the option(s).

The function x = A sin^2 (omega)t + B cos^2 (omega)t + Csin (omega)t cos (omega)t represent (SHM) for which of the option(s).