The equation of a simple harmonic motion is given by , `x=8sin(8pit)+6cos(8pit)`. The initial phase angle is

The equation of a simple harmonic motion is given by y=6 sin 10 pi t+8 cos 10 pi cm and t in sec. Determine the amplitude, period and initial phase.

The equation of a simple harmonic motion is given by x =6 sin 10 t + 8 cos 10 t , where x is in cm, and t is in seconds. Find the resultant amplitude.

The equation of a simple harmonic motion is given by x =6 sin 10 t + 8 cos 10 t , where x is in cm, and t is in seconds. Find the resultant amplitude.

Equation of a simple harmonic motion is y=2sin(4t+pi/6) . Find out its period and initial phase.

The equations of simpel harmonic motin is given by y=3sin5pit+4cos5pit , where y is in cm and t in second. Determing the amplitude, period and initial phase.

The equation of motion of particle is given by, x=4 sin6pit+ 5 cos6pit Find the amplitude, initial phase and period(In CGS system).

The equation of linear simple harmonic motion is x = 8 cos (12pit) where x is in cm and t is in second. The initial phase angle is

The equation of linear simple harmonic motion is x = 8 cos (12pit) where x is in cm and t is in second. The initial phase angle is