JEE Main Oscillations Questions & Solutions
15 solved questions on Oscillations, ranging from easy to JEE-Advanced-flavour hard. Click any to see the full solution.
15 solved questions on Oscillations, ranging from easy to JEE-Advanced-flavour hard. Click any to see the full solution.
Increasing the damping in a driven oscillator decreases the sharpness (Q-factor) of the resonance peak.
View solution →At resonance (with light damping), the amplitude of a forced oscillator is:
View solution →Resonance in a forced oscillator occurs when:
View solution →In the steady state of a forced oscillator, the frequency of oscillation equals the frequency of the driving force.
View solution →The equation of motion of a damped harmonic oscillator subject to a damping force $-bv$ is:
View solution →In a damped oscillator, the amplitude:
View solution →For small oscillations, the period of a simple pendulum depends on the mass of the bob.
View solution →A simple pendulum of length $L$ has period $T$. If the length is quadrupled, the new period is:
View solution →A simple pendulum has a time period of 2 s. What is its length in cm? (Take $g = \pi^2$ m/s²)
View solution →In SHM, the potential energy is maximum at:
View solution →At displacement $x = A/2$ from mean position in SHM, the ratio KE : PE is:
View solution →The total energy of a body executing SHM with spring constant $k$ and amplitude $A$ is:
View solution →A spring-mass SHM system has period $T = 2\pi\sqrt{m/k}$. If the spring constant is doubled (mass unchanged), the new period is:
View solution →In SHM, the acceleration is always directed towards the mean position and is proportional to the displacement.
View solution →A block of mass 2 kg is placed on a frictionless surface and connected to a spring of spring constant $k = 200$ N/m. If the block is displaced 0.1 m from equilibrium and released,…
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