Oscillations Te...

The displacement of a particle in SHM is indicted by equation $$y=10sin(20t+\dfrac{\pi} {3})$$ where y is in metres. The value of the maximum velocity of the particle will be?

A body executing SHM has a maximum velocity of $$1\ ms^{-1}$$ and a maximum acceleration of $$4ms^{-1}$$. Its time period of oscillation is

The time period of oscillation of a particle, that executes SHM, is $$1.2s$$. The time, starting from mean position, at which its velocity will be half of its velocity at mean position is ?

The ratio of velocities of particle in SHM, at displacements $$A/3$$ and $$2A/3$$ is ?

In case of a simple pendulum, time period versus length is depicted by 

The oscillations represented by curve $$1$$ in the graph are expressed by equation $$x=Asin\omega t$$. The equation for the oscillations represented by curve $$2$$ is expressed as:

The amplitude of a particle in SHM is 5 cm and its time period is $$\pi$$. At displacement of 3 cm from its mean position, the velocity in centimetres per second will be ?

The equation of motion of a particle executing SHM is $$(\dfrac{d^2x}{dt^2})+kx=0$$. The time period of the particle will be ?

The time -period of a simple pendulum does not depend on 

Which one of the following equations of motion represents simple harmonic motion?