Join our Telegram Channel for Free PDF Download

Case Study Questions for Class 11 Physics Chapter 14 Oscillations

  • Last modified on:3 years ago
  • Reading Time:5Minutes
Home ยป CBSE Class 11 Physics ยป Case Study Questions for Class 11 Physics ยป Case Study Questions for Class 11 Physics Chapter 14 Oscillations

Case Study Questions for Class 11 Physics Chapter 14 Oscillations

Case Study Questions:

Question 1:

Simple Harmonic Motion

Simple harmonic motion is the simplest form of oscillation. A particular type of periodic motion in which a particle moves to and fro repeatedly about a mean position under the influence of a restoring force is termed as simple harmonic motion (S.H.M).

A body is undergoing simple harmonic motion if it has an acceleration which is directed towards a fixed point, and proportional to the displacement of the body from that point.

1. Which of the following is not a characteristic of simple harmonic motion?

(a) The motion is periodic.

(b) The motion is along a straight line about the mean position.

(c) The oscillations are responsible for the energy conversion.

(d) The acceleration of the particle is directed towards the extreme position.

2. The equation of motion of a simple harmonic motion is

3. Which of the following expressions does not represent simple harmonic motion?

(a) x = Acoswt + Bsinwt

(b) x = Acos(wt + a)

(c) x = Bsin(wt + b)

(d) x = Asinwt cos2wt

4. The time period of simple harmonic motion depends upon

(a) amplitude

(b) energy

(c) phase constant

(d) mass

5. Which of the following motions is not simple harmonic?

(a) Vertical oscillations of a spring

(b) Motion of a simple pendulum

(c) Motion of planet around the Sun

(d) Oscillation of liquid in a U-tube

Answers

โžค Show Answer Answer:
1. (d) : In SHM, the acceleration of the particle is directed towards the mean position.
2. (a)
3. (d) : Simple harmonic motion is represented by a sine function or a cosine function or a linear combination of both.
Hence, options (a), (b) and (c) represent simple harmonic motion while option (d) is a product of the two functions (sine and cosine) and does not represent a simple harmonic motion.
4. (d) : The time period of simple harmonic motion does not depend on amplitude, energy or the phase constant.
5. (c) : The motion of a planet around the Sun is a periodic motion but not a simple harmonic motion. All other given motions are the examples of simple harmonic motion.

Related Posts

You May Also Like:

Category Lists (All Posts)

Select Category

All categories of this website are listed below with number of posts in each category for better navigation. Visitors can click on a particular category to see all posts related to that category.

Test Series (Engineering, Medical and School Level Exams)

Test series for students preparing for Engineering & Medical Entrance Exams are available. We also provide test series for School Level Exams. Tests for students studying in CBSE, ICSE or any state board are available here. Just click on the link and start test.

Download Books – Exam Special

CBSE BooksICSE Books
OLYMPIAD BooksFOUNDATION Books
JEE BooksNEET Books

โžก Click below titles to expand

โžค Download ICSE Books

Download Class-wise ICSE Books

Download Class-wise ISC Books

โžค Download JEE & NEET Books
โžค Download Foundation/Olympiad Books

โžค Download Sample PapersCBSE, ICSE & ISC

Sample Papers for CBSE 2025 Exams

โžค Most Downloaded CBSE Books

CBSE Class 10 Most Downloaded Books

CBSE Class 12 Most Downloaded Books

CBSE Class 8 Most Downloaded Books

โžค Most Downloaded ICSE Books

ICSE Class 10

ICSE Class 9

Announcements

โœจJoin our Online NEET Test Series for 499/- Only for 1 Year

Join Our Telegram Channel

Join our Telegram Channel for Free PDF Download

Download Product Brochure (Editable Study Materials)

Leave a Reply

Join Telegram Channel

Editable Study Materials for Your Institute - CBSE, ICSE, State Boards (Maharashtra & Karnataka), JEE, NEET, FOUNDATION, OLYMPIADS, PPTs

Discover more from Gurukul of Excellence

Subscribe now to keep reading and get access to the full archive.

Continue reading

search previous next tag category expand menu location phone mail time cart zoom edit close