Physics - Oscillations
Practise 39 AIIMS previous year questions on Oscillations, compiled from papers spanning 2001 to 2019. Each question is pulled directly from the actual exam paper it appeared in, so you're practising in the exact style and difficulty AIIMS tests.
Oscillations has been asked in 17 of the 19 years of AIIMS papers analysed (2001–2019), with 39 questions in all. 41% of them were easy, 38% moderate and 21% tough. Most of its questions came from 2016, with 5 questions that year. In the last three years (2017–2019) it had 10 questions across 5 papers, about 2 per paper.
The chapter's 6 topics are not weighted equally: Simple Harmonic Motion (14 questions, 36%), Applications of SHM (9 questions, 23%), and Time Period and Frequency (8 questions, 21%) have been asked the most. Simple Harmonic Motion has produced the most tough questions (3).
- 1For a particle in SHM, the displacement of the particle as a function of time is given as . Here is in cm and is in seconds. Let the time ta26 May, 2019Simple Harmonic Motion
- 2In damped oscillation, graph between velocity and position will be25 May, 2019Simple Harmonic Motion
- 3A particle executes simple harmonic motion with a period of and amplitude . Its maximum speed in , is25 May, 2019Simple Harmonic Motion
- 4Assertion : In simple harmonic motion, kinetic energy and potential energy become equal when the displacement is times the amplitude. Reason27 May, 2018Energy of Simple Harmonic Motion
- 5Assertion : If a pendulum is suspended in a lift and lift is falling freely, then its time period becomes infinite. Reason : Free falling bo27 May, 2018Applications of SHM
- 6A particle is performing simple harmonic motion with angular frequency 5000 radian/second and amplitude and mass of . Find the total energy 26 May, 2018Energy of Simple Harmonic Motion
- 7Assertion : When a pendulum is made to oscillate on the surface of the Moon, its time period increases. Reason : Moon is much smaller as com26 May, 2018Applications of SHM
- 8A particle is describing simple harmonic motion. If its velocities are and when the displacements from the mean position are and respectivel2017Time Period and Frequency
- 9Four massless springs whose force constants are and respectively are attached to a mass kept on a frictionless plane as shown in the figure.2017Applications of SHM
- 10Assertion : A particle in plane is related by and , where and are constants, then the particle will have parabolic motion. Reason : A partic2017Simple Harmonic Motion
- 11The angular amplitude of a simple pendulum is . The maximum tension in its string will be2016Applications of SHM
- 12The displacement of a particle executing SHM is given by . The maximum speed of the particle is2016Simple Harmonic Motion
- 13A mass is suspended from a spring of negligible mass. The spring is pulled a little and then released so that the mass executes simple harmo2016Time Period and Frequency
- 14The frequency of oscillations of a mass connected horizontally by a spring of spring constant is . When the spring is replaced by two identi2016Applications of SHM
- 15Assertion : The graph of potential energy and kinetic energy of a particle in SHM with respect to position is a parabola. Reason : Potential2016Simple Harmonic Motion
- 16Motion of an oscillating liquid in a tube is2015Applications of SHM
- 17Two waves represented by and are superposed. The resultant wave will have an amplitude2014Superposition of S.H.M’s and Resonance
- 18A bottle weighing and of area of crosssection , and height oscillates on the surface of water in vertical position. Its frequency of oscilla2014Time Period and Frequency
- 19The time period of a particle undergoing SHM is . It starts motion from the mean position. After , its velocity is . The amplitude is2014Simple Harmonic Motion
- 20A simple pendulum performs simple harmonic motion about with an amplitude ' ' and time period ' '. The speed of the pendulum at will be2013Simple Harmonic Motion
- 21Assertion : A undamped spring-mass system is simplest free vibration system. Reason : It has three degrees of freedom.2013Applications of SHM
- 22A particle moving about its equilibrium position with equation . Interpret the condition2012Simple Harmonic Motion
- 23A cylindrical wire is twisted with an angle , what is torsion produced in it?2011Angular oscillations
- 24If maximum speed of a particle in SHM is given by , what is its average speed?2011Simple Harmonic Motion
- 25Which of the following equation does not represent a SHM?2011Simple Harmonic Motion
- 26In simple harmonic motion, loss of kinetic energy is proportional to2011Energy of Simple Harmonic Motion
- 27A particle executes simple harmonic motion of period and amplitude along a of length 2l. The itself executes simple harmonic motion of the s2009Simple Harmonic Motion
- 28A ball is suspended by a thread of length at the point on a wall which is inclined to the vertical by . The thread with the ball is displace2009Angular oscillations
- 29Assertion : In an SHM, kinetic and potential energies become equal when the displacement is \(1 / {2}\) times the amplitude. Reason : In SHM2008Energy of Simple Harmonic Motion
- 30A large horizontal surface moves up and down in S.H.M. with an amplitude of \(1 {~cm}\). If a mass of \(10 {~kg}\) (which is placed on the s2007Time Period and Frequency
- 31Which of the following functions represents a simple harmonic oscillation?2005Simple Harmonic Motion
- 32Two springs are connected to a block of mass placed on a frictionless surface as shown in the figure. If both the springs have a spring cons2004Time Period and Frequency
- 33Two springs of force constants and are connected to a mass as shown in figure. The frequency of oscillation of the mass is2003Time Period and Frequency
- 34Assertion : The amplitude of an oscillating pendulum decreases gradually with time. Reason : The frequency of the pendulum decreases with ti2003Applications of SHM
- 35Assertion : The time-period of pendulum, on a satellite orbiting the earth is infinity. Reason : Time-period of a pendulum is inversely prop2002Time Period and Frequency
- 36Assertion : In simple harmonic motion, the motion is to and fro and periodic. Reason: Velocity of the particle (where is the displacement).2002Simple Harmonic Motion
- 37The time period of a simple pendulum is remaining at rest inside a lift. Find the time period of pendulum when lift starts to move up with a2001Time Period and Frequency
- 38From the given figure find the frequency of2001Applications of SHM
- 39Assertion : Soldiers are asked to break steps while crossing the bridge. Reason : The frequency of thick marching may be equal to the natura2001Superposition of S.H.M’s and Resonance
Frequently Asked Questions
1.How many questions are available for Oscillations?
This chapter includes 39 questions compiled from AIIMS papers spanning 2001 to 2019.
2.Are these questions only from AIIMS, or from other exams too?
These are AIIMS questions specifically for the Oscillations chapter. Questions from other exams like NEET or JIPMER are organised separately under their respective exam sections.
3.Is Oscillations an important chapter for AIIMS Physics?
Oscillations has appeared in 17 of the 19 years of AIIMS papers covered here, with 39 questions across 19 papers - about 2 per paper it appears in.
4.What is the difficulty level of Oscillations questions in AIIMS?
Of the 39 questions analysed for this chapter, 41% are easy, 38% moderate and 21% tough. 2016 had the most, with 5 questions.
5.Which topics in Oscillations should I focus on?
These topics have carried the most weightage in Oscillations:
- Simple Harmonic Motion - 14 questions (36%)
- Applications of SHM - 9 questions (23%)
- Time Period and Frequency - 8 questions (21%)
- Simple Harmonic Motion has produced the most tough questions (3).
6.Is Oscillations's weightage in AIIMS going up or down?
Across all 19 papers analysed, Oscillations has averaged about 2.1 questions per paper. In the last three years (2017–2019), that average has stayed about the same, at about 2.0 questions per paper. Use the year-wise numbers on this page for the exact trend before you decide how much time to give it.