Class 11

Oscillations question bank (Physics)

Practice 1,805 free Class 11 Physics - Oscillations questions with answers and step-by-step solutions.

Q1.

$A$ particle free to move along the $x$-axis has potential energy given by $U(x) = k[1 - \exp(-x^2)]$ for $-\infty \le x \le +\infty$,where $k$ is a positive constant of appropriate dimensions. Then:

(A)
At points away from the origin,the particle is in unstable equilibrium
(B)
For any finite non-zero value of $x$,there is a force directed away from the origin
(C)
If its total mechanical energy is $k/2$,it has its minimum kinetic energy at the origin
(D)
For small displacements from $x = 0$,the motion is simple harmonic
Show answer & solution
Verified Answer & Solution Locked
Sign in to your free student account to reveal verified answers, instant hints, and detailed explanations.
Sign in to view
Q2.

$A$ particle moves with simple harmonic motion in a straight line. In the first $\tau \ s$,after starting from rest,it travels a distance $a$,and in the next $\tau \ s$ it travels $2a$ in the same direction. Then:

(A)
time period of oscillations is $8\tau$
(B)
time period of oscillations is $6\tau$
(C)
amplitude of motion is $4a$
(D)
amplitude of motion is $3a$
Show answer & solution
Verified Answer & Solution Locked
Sign in to your free student account to reveal verified answers, instant hints, and detailed explanations.
Sign in to view
Protected Questions

Unlock All 435 Questions in Oscillations

Log in or sign up free to access every question with complete solutions, create chapter practice tests, and track your performance.

Sign up free to access all 435 questions

Unlock every Oscillations question, generate papers, and practice at your own pace.