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The MCQs below are drawn from the Physics subject category.
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661
Restoring force in the SHM is
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Explanation
The restoring force in ideal SHM is derived from a potential (e.g., -kx), so it is conservative.
662
A particle moves on the X-axis according to the equation x = A + B sin(ωt). The motion is simple harmonic with amplitude
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Explanation
The term A is a shift of equilibrium; the oscillatory term B sin(ωt) has amplitude |B|, so the SHM amplitude is B.
663
A light spring of constant K is cut into two equal parts. The spring constant of each part is
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Explanation
Halving the length of a spring halves its length which doubles its spring constant (k ∝ 1/length), so each piece has constant 2K.
664
LASER Is a device which can produce:
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Explanation
LASER produces an intense, coherent and monochromatic beam of light, which distinguishes it from ordinary light sources.
665
The system from its equilibrium position and is always directed towards it, if the system obeys
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Explanation
Hooke's law states the restoring force is proportional to displacement and directed towards equilibrium, characteristic of simple harmonic systems.
666
The restoring force is directed towards
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Explanation
By definition the restoring force in oscillatory motion acts towards the equilibrium position, opposing displacement.
667
The amplitude and the time period in a SHM are 0.5 cm and 0.4 s respectively. If the initial phase is π/2 radian, then the equation of SHM will be
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Explanation
With T = 0.4 s, ω = 2π/T = 5π rad/s and an initial phase π/2 gives y = A sin(ωt + π/2) = A cos(ωt), so y = 0.5 cos(5π t).
668
Ultrasonic, Infrasonic and Audio waves travel through a medium with speed V_u, V_i and V_a respectively then
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Explanation
Wave speed in a given medium is determined by the medium's properties and is nearly the same for ultrasonic, infrasonic and audio waves.
669
All particles, of a wavefront vibrate
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Explanation
By definition of a wavefront, all points on a wavefront are in the same phase of vibration.
670
Which type of resonance?
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Explanation
Free, damped, and forced are recognized types/descriptions related to resonance phenomena; thus 'All of these' is appropriate.