364266 The equation of motion of a particle performing linear S.H.M is \(x=5 \sin \left[4 t-\dfrac{\pi}{6}\right]\), where ' \(x\) ' is its displacement in \(cm\). The velocity of the particle when its displacement is \(3\,\,cm\), is

364267 A particle is executing SHM along \(x\)-axis around \(x=0\). The ratio of velocities of particle in SHM at \(x=a / 3\) and \(x=2 a / 3\) will be

364268 A particle executes \(S H M\), its time period is \(16 s\). If it passes through the centre of oscillation, then its velocity is \(2\;m{s^{ - 1}}\) at time \(2 s\). The amplitude will be

364269 The equation of motion of a particle executing simple harmonic motion is \(a+16 \pi^{2} x=0\). In this equation, \(a\) is the linear acceleration in \(m / s^{2}\) of the particle at a displacement \(x\) in metre. The time period in simple harmonic motion is:

364266 The equation of motion of a particle performing linear S.H.M is \(x=5 \sin \left[4 t-\dfrac{\pi}{6}\right]\), where ' \(x\) ' is its displacement in \(cm\). The velocity of the particle when its displacement is \(3\,\,cm\), is

364267 A particle is executing SHM along \(x\)-axis around \(x=0\). The ratio of velocities of particle in SHM at \(x=a / 3\) and \(x=2 a / 3\) will be

364268 A particle executes \(S H M\), its time period is \(16 s\). If it passes through the centre of oscillation, then its velocity is \(2\;m{s^{ - 1}}\) at time \(2 s\). The amplitude will be

364269 The equation of motion of a particle executing simple harmonic motion is \(a+16 \pi^{2} x=0\). In this equation, \(a\) is the linear acceleration in \(m / s^{2}\) of the particle at a displacement \(x\) in metre. The time period in simple harmonic motion is:

364266 The equation of motion of a particle performing linear S.H.M is \(x=5 \sin \left[4 t-\dfrac{\pi}{6}\right]\), where ' \(x\) ' is its displacement in \(cm\). The velocity of the particle when its displacement is \(3\,\,cm\), is

364267 A particle is executing SHM along \(x\)-axis around \(x=0\). The ratio of velocities of particle in SHM at \(x=a / 3\) and \(x=2 a / 3\) will be

364268 A particle executes \(S H M\), its time period is \(16 s\). If it passes through the centre of oscillation, then its velocity is \(2\;m{s^{ - 1}}\) at time \(2 s\). The amplitude will be

364269 The equation of motion of a particle executing simple harmonic motion is \(a+16 \pi^{2} x=0\). In this equation, \(a\) is the linear acceleration in \(m / s^{2}\) of the particle at a displacement \(x\) in metre. The time period in simple harmonic motion is:

364266 The equation of motion of a particle performing linear S.H.M is \(x=5 \sin \left[4 t-\dfrac{\pi}{6}\right]\), where ' \(x\) ' is its displacement in \(cm\). The velocity of the particle when its displacement is \(3\,\,cm\), is

364267 A particle is executing SHM along \(x\)-axis around \(x=0\). The ratio of velocities of particle in SHM at \(x=a / 3\) and \(x=2 a / 3\) will be

364268 A particle executes \(S H M\), its time period is \(16 s\). If it passes through the centre of oscillation, then its velocity is \(2\;m{s^{ - 1}}\) at time \(2 s\). The amplitude will be

364269 The equation of motion of a particle executing simple harmonic motion is \(a+16 \pi^{2} x=0\). In this equation, \(a\) is the linear acceleration in \(m / s^{2}\) of the particle at a displacement \(x\) in metre. The time period in simple harmonic motion is: