- Periodic Motion
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- Simple Harmonic Motion
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- Equation of SHM
- |
- Characterstics of SHM
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- Velocity of SHM
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- Acceleration of SHM
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- Total Energy of SHM
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- Motion of a body suspended from a spring
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- Simple pendulum
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- The compound pendulum
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- Damped Oscillations
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- Driven or Forced Harmonic oscillator

In this page we have ** Important Objective type questions on Simple Harmonic Motion for JEE main/Advanced** . Hope you like them and do not forget to like , social share
and comment at the end of the page.

__Linked type Comprehensions__

A body of mass 36 g moves with SHM of amplitude A=13 cm and period T=12s

At t=0 x=+13 cm

**Q-1** Find the velocity when x=5 cm

a)

b)

c)

d)

**Q-2** Find the displacement at t=2 sec

a) 7.0 cm

b) 6.5 cm

c) 6 cm

d) None of these

**Q-3** Find the maximum acceleration and maximum velocity

a) 3.00 cm^{2}/sec, 6.8 cm/sec

b) 3.56 cm^{2}/sec, 6.0 cm/sec

c) 3.2 cm^{2}/sec, 6.1 cm/sec

d) 3.56 cm^{2}/sec, 6.8 cm/sec

**Q-4** Find the equation of motion of the body

a)

b)

c)

d) None of these

**Q-5** : Find the force acting on the body when t=2 sec

a) -64 dyne

b) -60 dyne

c) 0 dyne

d) None of these

__Multiple Choice Questions__

**Q-6** A solid cylinder is attached to a horizontal massless spring so that it can roll with slipping along the horizontal surface. The spring constant is K .Mass of the cylinder is M.

The system is released from rest where the spring is stretched by x..The center of mass of the cylinder execute SHM with time period T.Pick the correct value of T

a)

b)

c)

d) None of these

**Q-7** A mass M at the end of a spring executes SHM with a period t_{1} while the same mass execute SHM with a period t_{2} for another spring. T is the period of oscillation when the two springs are connected in series and Mass M is attached at the end.

Find out the correct relation

a)

b)

c)

d)

**Q-8** :

Consider a mass –spring system.This system is given an initial displacement ,it begin to oscillate with frequency f_{1} .System is now bring to rest and again it is given different displacement and f_{2} be its frequency of oscillation then frequencies

a) f_{1} = f_{2}

b) f_{1} > f_{2}

c) f_{1} < f_{2}

d) none of the above

**Q-9**: The instantaneous displacement of a particle of mass m executing SHM under a force constant k is

Where

The time average of kinetic energy over a Time period T is

a)

b)

c)

d)

**Q-10**: For small amplitude of oscillations potential energy curve w.r.t distance travelled from equilibrium position is

a) Parabolic

b) Hyperbolic

c) Elliptical

d) circular

**Q-11**:

The homogenous linear differential equation

Represents the equation of

a) Simple harmonic oscillator

b) Damped harmonic oscillator

c) Forced harmonic oscillator

d) None of the above

**Q-12**: Given the maximum velocity and acceleration of a harmonic oscillator as v_{max} and a_{max} respectively, its time period in terms of v_{max} and a_{max} is

a)

b)

c)

d)

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