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Answer: At what displacement from the mean position its energy is half kinetic and half potential. when Kinetic energy is maximum potential energy is zero. when kinetic energy is half of its maximum, potential energy will become other half and both are equal. What fraction of total energy is potential energy when the displacement is one-half of the amplitude?TotalenergyKE43. What fraction of the total energy is kinetic energy when the displacement is one-half of the amplitude of a particle executing SHM?Potential energy is given as $U dfrac{1}{2}kdfrac{{{x_m}^2}}{4}$ since its given that amplitude is half of maximum amplitude. Hence the fraction of potential energy to total energy is $0.25$. Hence, the fraction of Kinetic energy to total energy is $0.75$ What fraction of the total energy is potential when the displacement of an SHM is half of the amplitude?Solution : Kinetic energy is equal to three fourth `(i.e.(3)/(4))` of the total energy, when the displacement is one-half of its amplitude. At what displacement energy is half kinetic and half potential?Answer: At what displacement from the mean position its energy is half kinetic and half potential. when Kinetic energy is maximum potential energy is zero. when kinetic energy is half of its maximum, potential energy will become other half and both are equal. At what displacement the kinetic energy and potential energy are equal?In a SHM kinetic and potential energies becomes equal when the displacement is 1/u221a(2) times the amplitude. At what distance from the mean position of SHM The energy is half kinetic and half potential energy?In SHM, kinetic energy is maximum at mean position and zero at extreme position, so the Kinetic energy becomes half of its max value at half of its amplitude i.e. between mean extreme position How is kinetic energy Half potential energy?Negative kinetic energy equals half the potential energy (u2212K U). Potential energy equals twice the total energy (U 2E). Total energy equals negative kinetic energy (E u2212K). Twice the kinetic energy plus the potential energy equals zero (2K + U 0). When the displacement is half the amplitude the ratio of potential energy?41 At what time when the displacement is half the amplitude?2/9th. What fraction of the total energy is potential energy?Potential energy is given as $U dfrac{1}{2}kdfrac{{{x_m}^2}}{4}$ since its given that amplitude is half of maximum amplitude. Hence the fraction of potential energy to total energy is $0.25$. Hence, the fraction of Kinetic energy to total energy is $0.75$ What fraction of the total energy is kinetic energy when the displacement is one-half of the amplitude?2/9th. When the displacement of a particle executing SHM is half its amplitude?When the displacement of a simple harmonic oscillator is half of its amplitude, its potential energy is 3J. At what displacement is the energy half kinetic and half potential?Answer: At what displacement from the mean position its energy is half kinetic and half potential. when Kinetic energy is maximum potential energy is zero. when kinetic energy is half of its maximum, potential energy will become other half and both are equal. When the displacement of a simple harmonic oscillator is half of its amplitude ITSP E is 3 J its total energy is?Solution. When the displacement of a simple harmonic oscillator is half of its amplitude, its P.E. is 3 J. Its total energy is 12 J When the displacement in SHM is one-half the amplitude what fraction of the total energy is kinetic energy?what fraction of the total energy is kinetic? In a simple harmonic motion, when the displacement is one-half the amplitude. what fraction of the total energy is kinetic? (d) 1/4 When displacement of particle in SHM is half of the amplitude?When the displacement of a simple harmonic oscillator is half of its amplitude, its potential energy is 3J. When the displacement is half of the amplitude then what fraction of the total energy of a simple harmonic oscillator?2/9th. At what displacement a particle in SHM posses half Ke half Pe?Answer: At what displacement from the mean position its energy is half kinetic and half potential. when Kinetic energy is maximum potential energy is zero. when kinetic energy is half of its maximum, potential energy will become other half and both are equal. At what displacement will the energy be half kinetic and half potential?Answer: At what displacement from the mean position its energy is half kinetic and half potential. when Kinetic energy is maximum potential energy is zero. when kinetic energy is half of its maximum, potential energy will become other half and both are equal. When the displacement is half the amplitude the ratio of potential energy to Kinetic energy?In SHM, kinetic energy is maximum at mean position and zero at extreme position, so the Kinetic energy becomes half of its max value at half of its amplitude i.e. between mean extreme position What fraction of total energy is kinetic and what fraction is potential when displacement is one-half of the amplitude?u21d2EU41. At what displacement the potential energy is equal to kinetic energy in a particle is executing SHM with amplitude A?The kinetic energy and potential energy of a particle exerting simple harmonic motion of amplitude A will be equal when displacement is: A / 2. At what phase potential energy and kinetic energy are equal in case of simple harmonic motion?Assertion : In a SHM, kinetic and potential energies become equal when the displacement is `(1)/(sqrt(2))` times the amplitude. x26lt;brx26gt; Reason : In SHM, kinetic energy is zero when potential energy is maximum. When potential and kinetic energy are equal?Now that the kinetic energy and potential energy have been defined, we can now apply the Law of Conservation of Energy. In other words, the kinetic energy plus the potential energy equals a constant (KE+PEConstant). Lets imagine a simple energy problem. There is an object that travels from one point to another. |
What fraction of the total energy is kinetic when the displacement of a simple harmonic oscillator is half of its amplitude?
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