Oscillation Mocktest Mhtcet 2025

Oscillation Mocktest Mhtcet 2025. We have created a Online Mocktest test on Oscillation for Practicing multiple choice questions. Enhance your skills by solving Chapterwise Mocktest papers. Oscillation this chapter contains 3 to 5 marks at least in Mhtcet exam 2025.

Online Mocktest Mhtcet on Oscillations (Physics).

1. Explanation of Periodic Motion
2. Linear Simple Harmonic Motion (S.H.M.)
3. Differential Equation of S.H.M. Acceleration (a), Velocity (v) and Displacement (x) of S.H.M.
4. Amplitude (A), Period (T) and Frequency (n) of S.H.M. 5.3
5. Reference Circle Method
6. Phase in S.H.M.
7. Graphical Representation of S.H.M.
8. Composition of two S.H.M.s having same period and along the same path
9. Energy of a Particle Performing S.H.M.
10. Simple Pendulum
11. Angular S.H.M. and its Differential Equation
12. Damped Oscillations
13. Free Oscillations, Forced Oscillations and Resonance Formulae

Once you complete these points from the Chapter Oscillations (Physics) attempt this Mocktest papers in exam like environment.

Mocktest of Oscillation is now live below.

• Name of Test: Oscillation
• Subject: Physics
• Marks per question: 2 Marks
• No. of Questions: 20 Questions
• Total Marks of Test: 40 Marks

Oscillation Mocktest Mhtcet 2025.

 

Results

#1. The motion of a body which repeat itself after equal intervals of time is called

non oscillatory motion

non periodic motion

periodic motion

rectilinear motion

#2. When a particle undergoes s.h.m.there is always a constant ratio between its displacement and

period

acceleration

mass

velocity

#3. The velocity of a particle performing simple harmonic motion , when it passes through its mean position

infinity

zero

minimum

maximum

#4. Acceleration of a particle executing s.h.m.at its mean position

is infinity

varies

is maximum

is zero

#5. For a particle performing u.c.m ., the projection of its motion along the diameter is

s.h.m.

u.c.m.

non-harmonic motion

periodic oscillation

#6. The potential energy of a particle performing s.h.m.is

maximum at the center of path

minimum at the extreme position

proportional to the displacement from the centre

proportional to the square of the displacement from the centre

#7. A simple pendulum has a time period t. if the support and the pendulu, fall freely the time period will be

infinity

greater than t

less than t

zero

#8. Resonance is a special case of

natural oscillations

free oscillations

forced oscillations

damped osillations

#9. If a simple pendulum oscillates with an amplitude of 50 mm and time period of 2 s, then its maximum velocity is

0.10m/s

0.16 m/s

0.8 m/s

0.26 m/s

#10. Graph between velocity and displacement of a particle executing s.h.m. is

a strainght line.

a parabola.

a hyperbola.

an ellips

#11. A simple pendulum is vibrating in an evacuted chamber , it will oscillate with

increasing amplitude .

constant amplitude .

decreasing amplitude.

decreasing period

#12. Period of simple pendulum is doubled, when

its length is doubled

its length is halved

its length is made four time

the mass of the bob is doubled

#13. A second’s pendulum performs 100 oscillations in

200 second

100 second

50 second

25 second

#14. The of pendulum is halved . its energy will be

decreased to half.

increased to 2 times.

decreased to one fourth

increased to 4 times

#15. The period of oscillation of a simple pendulum of consatnt length at earth surface is t. its period inside a mine is

greater than t .

less than t .

equal to t .

cannot be compared

#16. In a second pendulum , mass od bob is 30 g . if it is replaced by 90 g mass, then its time period will be

1 s

2 s

4 s

3 s

#17. A body is set into vibration with a strong external force . the vibration are ……..

free vibrations .

resonant vibrations .

forced vibrations .

damped vibrations .

#18. The distance covered by a particle undergoing shm is one time period is [ amplitude = a ]

4a

zero

a

2a

#19. Which of the following quantity does not change due to damping of oscillation

angular frequency

time period

initial phase

amplitude

#20. For a particle performing linear s.h.m. its average speed over one oscillation is [ a = amplitude of s.h.m. n = frequency of oscillation ]

2 an

4 an

6 an

8 an

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