A simple harmonic oscillator (SHO) with a mass of 55 kg has a total energy of 4693 J. Determine how fast the SHO is moving when its potential energy is 10 times its kinetic energy. Express your answer using appropriate mks units. V = O Finding x Determine the position of a SHO (a block-spring system) when its total energy is 8 times its potential energy. Express your answer in tern of the amplitude [Example: if you determined x = 0.86 × A, you would enter 0.86 into the box below.]. position = A x

Classical Dynamics of Particles and Systems
5th Edition
ISBN:9780534408961
Author:Stephen T. Thornton, Jerry B. Marion
Publisher:Stephen T. Thornton, Jerry B. Marion
Chapter3: Oscillations
Section: Chapter Questions
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A simple harmonic oscillator (SHO) with a mass of 55 kg has a total energy of 4693 J. Determine how fast the SHO is moving when its
potential energy is 10 times its kinetic energy. Express your answer using appropriate mks units.
V =
O Finding x
Determine the position of a SHO (a block-spring system) when its total energy is 8 times its potential energy. Express your answer in tern
of the amplitude [Example: if you determined x = 0.86 × A, you would enter 0.86 into the box below.].
position = A x
Transcribed Image Text:A simple harmonic oscillator (SHO) with a mass of 55 kg has a total energy of 4693 J. Determine how fast the SHO is moving when its potential energy is 10 times its kinetic energy. Express your answer using appropriate mks units. V = O Finding x Determine the position of a SHO (a block-spring system) when its total energy is 8 times its potential energy. Express your answer in tern of the amplitude [Example: if you determined x = 0.86 × A, you would enter 0.86 into the box below.]. position = A x
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