Investigate the motion of an oscillator using experimental, analytical and graphical methods.
Understand and describe that when an object moves in a circle the motion of its projection on the diameter of the circle is simple harmonic.
Show that the motion of mass attached to a spring is simple harmonic.
Understand that the motion of simple pendulum is simple harmonic and to calculate its time period.
Understand and use the terms amplitude, time period, frequency, angular frequency and phase difference.
Know and use of solutions in the form of $x=x_0 \cos \omega t $ or $y=y_0 \sin \omega t $.
Describe the interchange between kinetic and potential energies during SHM.
Describe practical examples of free and forced oscillations.
Describe practical examples of damped oscillations with particular reference to the effects of the degree of damping and the importance of critical damping in cases such as car suspension system.