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SOLUTION: Introduction to classical mechanics with problems and solutions david morin z lib org - Studypool
![Classical Mechanics Exercise] I can't figure out why we can say that x=pi is unstable based ion equation 7 and why, for omega^2 < g/R in equation 8 the point is stable. Classical Mechanics Exercise] I can't figure out why we can say that x=pi is unstable based ion equation 7 and why, for omega^2 < g/R in equation 8 the point is stable.](https://preview.redd.it/classical-mechanics-exercise-i-cant-figure-out-why-we-can-v0-vmkyun0rlfsc1.png?width=547&format=png&auto=webp&s=5ddda387ca2c36d6cbd3a3ae6ebae7ee425ca7b0)
Classical Mechanics Exercise] I can't figure out why we can say that x=pi is unstable based ion equation 7 and why, for omega^2 < g/R in equation 8 the point is stable.
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Exercises in Classical Mechanics 1 Moments of inertia 2 Half ... | Study notes Classical Mechanics | Docsity
![Classical Mechanics Exercise] I can't figure out why we can say that x=pi is unstable based ion equation 7 and why, for omega^2 < g/R in equation 8 the point is stable. Classical Mechanics Exercise] I can't figure out why we can say that x=pi is unstable based ion equation 7 and why, for omega^2 < g/R in equation 8 the point is stable.](https://preview.redd.it/classical-mechanics-exercise-i-cant-figure-out-why-we-can-v0-61odkp0rlfsc1.png?width=556&format=png&auto=webp&s=103a806415f6eea9a35c3e7442a577de60849793)
Classical Mechanics Exercise] I can't figure out why we can say that x=pi is unstable based ion equation 7 and why, for omega^2 < g/R in equation 8 the point is stable.
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Classical Mechanics: The Theoretical Minimum: Amazon.co.uk: Hrabovsky, George, Susskind, Leonard: 9780141976228: Books
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